From 941a13399867d7a1cdcd68da30f8155f0b3972b0 Mon Sep 17 00:00:00 2001 From: Nikolay Matkheev Date: Sun, 22 Mar 2020 21:42:01 +0300 Subject: [PATCH 01/22] init mr_branch --- lockfile | 0 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 lockfile diff --git a/lockfile b/lockfile new file mode 100644 index 0000000..e69de29 From 1ef7aab560a32e6058149eaf74ddfef45de46db5 Mon Sep 17 00:00:00 2001 From: Ivan Date: Wed, 25 Mar 2020 17:59:30 +0300 Subject: [PATCH 02/22] metaclasses --- lecture_4/04-1. Magic Fields.ipynb | 633 +++++++++++++++++++++ lecture_4/04-2. Magic Methods.ipynb | 458 +++++++++++++++ lecture_4/04-3. Descriptors.ipynb | 433 +++++++++++++++ lecture_4/04-4. Attribute Access.ipynb | 199 +++++++ lecture_4/04-5. Metaclasses.ipynb | 734 +++++++++++++++++++++++++ 5 files changed, 2457 insertions(+) create mode 100644 lecture_4/04-1. Magic Fields.ipynb create mode 100644 lecture_4/04-2. Magic Methods.ipynb create mode 100644 lecture_4/04-3. Descriptors.ipynb create mode 100644 lecture_4/04-4. Attribute Access.ipynb create mode 100644 lecture_4/04-5. Metaclasses.ipynb diff --git a/lecture_4/04-1. Magic Fields.ipynb b/lecture_4/04-1. Magic Fields.ipynb new file mode 100644 index 0000000..1e3e20e --- /dev/null +++ b/lecture_4/04-1. Magic Fields.ipynb @@ -0,0 +1,633 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Магические атрибуты вызываемых объектов\n", + "\n", + "Здесь и далее использованы материалы: https://github.com/alexopryshko/advancedpython/\n", + "\n", + "В первую очередь, это, конечно, метод `__call__`:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def foo(a, b=5, *args, **kwargs):\n", + " \"\"\"Здесь можем написать документацию для функции\"\"\"\n", + " print(\"Функция вызвана с параметрами:\")\n", + " print(\"a =\", a)\n", + " print(\"b =\", b)\n", + " for i, arg in enumerate(args):\n", + " print(f\"arg[{i}] =\", arg)\n", + " else:\n", + " print(\"Без args\")\n", + " print(\"kwargs:\", kwargs)\n", + " \n", + "foo.__call__(35)\n", + "print()\n", + "foo(35)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "foo.__call__.__call__.__call__.__call__.__call__(46)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Поля вызываемых объектов\n", + "\n", + "Информация о докстринге, названии функции и модуле:\n", + "\n", + "- `__name__` - имя функции\n", + "- `__qualname__` - полное имя функции\n", + "- `__doc__` - docstring\n", + "- `__module__` - имя модуля, в котором определена функция" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(foo.__name__)\n", + "print(foo.__qualname__)\n", + "print(foo.__doc__)\n", + "print(foo.__module__)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def wrapper():\n", + " def inner_foo():\n", + " pass\n", + " return inner_foo\n", + "\n", + "wrapper().__qualname__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Информация о внутренностях функции: аргументы по умолчанию, глобальные переменные, видимые функции, код.\n", + "\n", + "- `__dict__` - атрибуты объекта-функции\n", + "- `__defaults__` - кортеж значений по умолчанию\n", + "- `__code__` - специальный объект code с кодом функции\n", + "- `__globals__` - глобальные переменные, доступные функции" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(foo.__dict__)\n", + "foo.field = \"hi\"\n", + "print(foo.__dict__)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "print(foo.__defaults__, end='\\n\\n')\n", + "print(foo.__code__, end='\\n\\n')\n", + "print(foo.__globals__, end='\\n\\n')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Сигнатуру вызываемых объектов можно указывать еще парой способов. Например, аргументы, которые идут после отдельно стоящей `*`, обязательно должны быть именоваными при вызове функции. Также, начиная с Python 3.6, можно указывать аннотации типов аргументов и возвращаемого значения. Ещё пара магических атрибутов:\n", + "\n", + "- `__kwdefaults__` - словарь значений по умолчанию обязательно именованных аргументов\n", + "- `__annotations__` - словарь с аннотациями аргументов и результата функции" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def bar(*, a: int = 1, b: str = \"abc\") -> None:\n", + " pass\n", + "\n", + "print(bar.__kwdefaults__)\n", + "print(bar.__annotations__)\n", + "print(foo.__annotations__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Замыкания\n", + "\n", + "__Замыкание__ (closure) в программировании — это функция, в теле которой присутствуют ссылки на переменные, объявленные вне тела этой функции в окружающем коде и не являющиеся ее параметрами.\n", + "\n", + "В следующем примере из внутренней функции мы обращаемся к переменным, объявленным во внешней. При этом даже после удаления внешней функции значения используемых переменных останутся сохраненными для внутренней функции. Доступ к этим значениям можно получить через поле `__closure__`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def outer():\n", + " g = 5\n", + " b = 4\n", + " def inner():\n", + " print(g, b)\n", + " return inner\n", + " \n", + "f = outer()\n", + "del outer\n", + "f()\n", + "print(\"Closures contents:\", [cell.cell_contents for cell in f.__closure__])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Магические поля методов классов\n", + "\n", + "- `__self__` - объект класса\n", + "- `__func__` - объект функции метода, объявленного в классе" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " some_field = 25\n", + " \n", + " \"A class\"\n", + " def func(self):\n", + " print(\"method\")\n", + " \n", + "a = A()\n", + "print(a.func.__self__ is a)\n", + "a.func.__func__(a)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Магические поля классов\n", + "\n", + "- `__name__` - имя класса\n", + "- `__module__` - модуль, в котором объявлен класс\n", + "- `__qualname__` - fully qualified имя\n", + "- `__doc__` - докстринг\n", + "- `__dict__` - namespace класса" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from pprint import pprint\n", + "\n", + "print(\"name:\", A.__name__)\n", + "print(\"qualname:\", A.__qualname__)\n", + "print(\"module:\", A.__module__)\n", + "print(\"doc:\", A.__doc__)\n", + "pprint(A.__dict__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Магические поля, содержащие информацию о наследовании\n", + "\n", + "- `__bases__` - базовые классы\n", + "- `__base__` - базовый класс, который указан первым по\n", + "порядку\n", + "- `__mro__` - список классов, упорядоченный по вызову\n", + "super функции" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " pass\n", + "\n", + "\n", + "class B(A):\n", + " pass\n", + "\n", + "\n", + "class C:\n", + " pass\n", + "\n", + "\n", + "class D(B, C):\n", + " pass\n", + "\n", + "\n", + "print(D.__base__)\n", + "print(D.__bases__)\n", + "print(D.__mro__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Поля \\__dict\\__ и \\__slots\\__\n", + "\n", + "https://otus.ru/nest/post/664/\n", + "\n", + "В обычном случае для хранения атрибутов объекта используется словарь `.__dict__`. Посмотрим, как в нём появляются объекты. При этом нужно понимать, что класс - это объект типа type, и поэтому у класса тоже есть свой \\__dict__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " a_class = 'a_class'\n", + "\n", + " def __init__(self):\n", + " self.a = 'a'\n", + "\n", + "\n", + "class B(A):\n", + " b_class = 'b_class'\n", + "\n", + " def __init__(self):\n", + " self.b = 'b'\n", + " super().__init__()\n", + "\n", + "\n", + "a = A()\n", + "b = B()\n", + "\n", + "print('a.__dict__', a.__dict__)\n", + "print('A.__dict__', A.__dict__)\n", + "print()\n", + "print('b.__dict__', b.__dict__)\n", + "print('B.__dict__', B.__dict__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Наследование работает:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print('b.a_class', b.a_class)\n", + "print('b.b', b.b)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Попробуем изменить значения полей объектов:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "b1 = B()\n", + "b1.a = 1\n", + "b.a = 2\n", + "b.b_class = 1\n", + "print('b.__dict__', b.__dict__)\n", + "print('b1.__dict__', b1.__dict__)\n", + "print('A.__dict__', A.__dict__)\n", + "print('B.__dict__', B.__dict__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "И значения полей классов:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "B.a_class = 'new_a_class'\n", + "print('b.a_class', b.a_class)\n", + "print('b1.a_class', b1.a_class)\n", + "print('a.a_class', a.a_class)\n", + "print('A.__dict__', A.__dict__)\n", + "print('B.__dict__', B.__dict__)\n", + "print()\n", + "\n", + "A.a_class = 'new_new_a_class'\n", + "print('b.a_class', b.a_class)\n", + "a1 = A()\n", + "print('a.a_class', a.a_class)\n", + "print('a1.a_class', a1.a_class)\n", + "print('A.__dict__', A.__dict__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Поскольку Python - динамически типизированный язык и, к тому же, добавлять атрибуты объектам классов можно на лету, хранение атрибутов занимает достаточно много памяти: нужно хранить словарь атрибутов и все его элементы отдельно и с запасом памяти для новых атрибутов. Для того, чтобы минимизировать память, мы можем \"зафиксировать\" атрибуты класса. Для этого используется магическое поле `__slots__`. При этом пропадают поля `__dict__` и `__weakref__`. Давайте сравним поведение обычного класса и класса с полем `__slots__`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class RegularClass:\n", + " pass\n", + "\n", + "\n", + "obj = RegularClass()\n", + "obj.foo = 5\n", + "print(\"foo:\", obj.foo)\n", + "\n", + "obj.another_attr = \"one more attr\"\n", + "print(obj.another_attr)\n", + "obj.__dict__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class SlotsClass:\n", + " __slots__ = ('foo', 'bar')\n", + " \n", + "\n", + "obj = SlotsClass()\n", + "obj.foo = 5\n", + "print(obj.foo)\n", + "\n", + "obj.another_attr = \"one more attr in slots class\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "obj.__dict__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Производительность \\_\\_slots\\_\\_\n", + "\n", + "Напишем небольшой тест:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Slots(object):\n", + " __slots__ = ('foo',)\n", + "\n", + " \n", + "class NoSlots(object):\n", + " pass\n", + "\n", + "\n", + "def get_set_delete(obj):\n", + " obj.foo = 'foo'\n", + " obj.foo\n", + " del obj.foo\n", + "\n", + "\n", + "def test_slots():\n", + " get_set_delete(Slots()) \n", + "\n", + "def test_noslots():\n", + " get_set_delete(NoSlots())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Посмотрим на затрачиваемое время средствами Jupyter:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%%timeit\n", + "test_noslots()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%%timeit\n", + "test_slots()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "И средствами библиотеки timeit:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import timeit\n", + "print(\"noslots:\", min(timeit.repeat(test_noslots)))\n", + "print(\"slots:\", min(timeit.repeat(test_slots)))" + ] + }, + { + "attachments": { + "slots.jpg": { + "image/jpeg": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Сравнение затрат по памяти\n", + "\n", + "https://stackoverflow.com/questions/472000/usage-of-slots\n", + "\n", + "![slots.jpg](attachment:slots.jpg)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Нюансы наследования\n", + "\n", + "Поле `__slots__` наследуется, но класс-наследник по умолчанию всё равно получает поле `__dict__`, т.е. является динамически изменяемым." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class SlotsClass:\n", + " __slots__ = ('foo', 'bar')\n", + "\n", + " \n", + "class ChildSlotsClass(SlotsClass):\n", + " pass\n", + "\n", + "\n", + "obj = ChildSlotsClass()\n", + "print(\"slots of child:\", obj.__slots__)\n", + "\n", + "obj.foo = 5\n", + "obj.something_new = 3\n", + "print(\"__dict__ есть, и он не пустой:\", obj.__dict__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Если нужно, чтобы объект класса-наследника не был динамически изменяемым, нужно отдельно в нём прописать `__slots__`. При этом дублировать слоты родительского класса не нужно." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class ChildSlotsClass(SlotsClass):\n", + " __slots__ = ('baz',)\n", + " \n", + " \n", + "obj = ChildSlotsClass()\n", + "obj.foo = 5\n", + "obj.baz = 6\n", + "print(\"foo & baz:\", obj.foo, obj.baz)\n", + "obj.sth_else = \"fail\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "А вот множественное наследование работать не будет." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class BaseA(object): \n", + " __slots__ = ('a',)\n", + "\n", + " \n", + "class BaseB(object): \n", + " __slots__ = ('b',)\n", + " \n", + " \n", + "class Child(BaseA, BaseB):\n", + " pass" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_4/04-2. Magic Methods.ipynb b/lecture_4/04-2. Magic Methods.ipynb new file mode 100644 index 0000000..a6642f0 --- /dev/null +++ b/lecture_4/04-2. Magic Methods.ipynb @@ -0,0 +1,458 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Магические методы классов\n", + "\n", + "## Строковое представление объектов\n", + "\n", + "- `__repr__` - строковое представление объектов\n", + "- `__str__` - метод, который вызывается функциями `str`, `format`, `print`\n", + "- `__format__` - метод, который вызывается при форматировании строки (`.format(...)`, f-strings)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __init__(self, value):\n", + " self.value = value\n", + " \n", + " def __str__(self):\n", + " return f'A({self.value}) object str method'\n", + " \n", + " def __repr__(self):\n", + " return f'A({self.value}) object repr method'\n", + " \n", + " def __format__(self, format_spec):\n", + " print(format_spec)\n", + " return f'A({self.value})'\n", + " \n", + "\n", + "a = A(365)\n", + "print(a)\n", + "print(\"some text with %s\" % a)\n", + "print(f\"some text with {a}\")\n", + "print(\"some text with {a}\".format(a=a))\n", + "a" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Rich Comparison\n", + "\n", + "Магические методы для использования объекта класса с операторами сравнения. Нужно либо указать все, либо использовать декоратор total_ordering, который дополнит недостающие методы \"антонимами\":" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from functools import total_ordering\n", + "\n", + "@total_ordering\n", + "class Person(object):\n", + "\n", + " def __init__(self, firstname, lastname):\n", + " self.first = firstname\n", + " self.last = lastname\n", + "\n", + " def __eq__(self, other):\n", + " print(f\"{self.first} {self.last} eq:\", end='\\t')\n", + " return ((self.last, self.first) == (other.last, other.first))\n", + "\n", + " def __ne__(self, other):\n", + " print(f\"{self.first} {self.last} ne:\", end='\\t')\n", + " return ((self.last, self.first) != (other.last, other.first))\n", + "\n", + " def __lt__(self, other):\n", + " print(f\"{self.first} {self.last} lt:\", end='\\t')\n", + " return ((self.last, self.first) < (other.last, other.first))\n", + "\n", + "# def __le__(self, other):\n", + "# print(f\"{self.first} {self.last} le:\", end='\\t')\n", + "# return ((self.last, self.first) <= (other.last, other.first))\n", + "\n", + "# def __gt__(self, other):\n", + "# print(f\"{self.first} {self.last} gt:\", end='\\t')\n", + "# return ((self.last, self.first) > (other.last, other.first))\n", + "\n", + "# def __ge__(self, other):\n", + "# print(f\"{self.first} {self.last} ge:\", end='\\t')\n", + "# return ((self.last, self.first) >= (other.last, other.first))\n", + "\n", + " def __repr__(self):\n", + " return \"%s %s\" % (self.first, self.last)\n", + " \n", + " \n", + "a = Person(\"Евпатий\", \"Коловрат\")\n", + "b = Person(\"Илья\", \"Муромец\")\n", + "\n", + "print(a == b)\n", + "print(a != b)\n", + "print(a >= b)\n", + "print(a > b)\n", + "print(a <= b)\n", + "print(a < b)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Метод `__hash__`\n", + "\n", + "Этот метод отвечает за уникальность объекта и возможность его использования как ключ в hashable-коллекциях. Создадим пустой класс и посмотрим, как в нем работают оператор `is`, использование его как ключа в hashable-коллекции и сравнение." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class X:\n", + " pass\n", + "\n", + "a = X()\n", + "b = X()\n", + "\n", + "print(a is b)\n", + "print({a: 1, b: 2})\n", + "print(a == b)\n", + "print(hash(a), hash(b))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Добавим метод, который делает наш объект равным чему угодно." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class X:\n", + " def __eq__(self, other):\n", + " return True\n", + "\n", + "\n", + "a = X()\n", + "b = X()\n", + "\n", + "print(a == b)\n", + "print(a is b)\n", + "print({a: 1, b: 2})\n", + "print(hash(a), hash(b))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Взять хеш от объектов не получилось, поскольку при определенном методе `__eq__` сравнение объектов по уникальности неочевидно для интерпретатора. Необходимо реализовать собственный метод `__hash__` в классе. Основное свойство хеша состоит в том, что он должен быть разным для разных объектов. Но что будет, если не придерживаться этого свойства? " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "X.__hash__ = lambda self: 25\n", + "\n", + "print(a == b)\n", + "print(a is b)\n", + "print({a: 1, b: 2})\n", + "print(hash(a), hash(b))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Значение в словаре перезаписалось, поскольку хеш от обоих объектов одинаковый. Оператор `is` тем не менее выдает False, поскольку id объектов разные." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Работа с числовыми операторами\n", + "\n", + "https://habr.com/ru/post/186608/\n", + "\n", + "### Преобразование типов\n", + "- `__int__(self)` - Преобразование типа в int.\n", + "- `__long__(self)` - Преобразование типа в long.\n", + "- `__float__(self)` - Преобразование типа в float.\n", + "- `__complex__(self)` - Преобразование типа в комплексное число.\n", + "- `__oct__(self)` - Преобразование типа в восьмеричное число.\n", + "- `__hex__(self)` - Преобразование типа в шестнадцатиричное число.\n", + "- `__index__(self)` - Преобразование типа к int, когда объект используется в срезах (выражения вида `[start:stop:step]`). Если вы определяете свой числовый тип, который может использоваться как индекс списка, вы должны определить `__index__`.\n", + "- `__trunc__(self)` - Вызывается при math.trunc(self). Должен вернуть своё значение, обрезанное до целочисленного типа (обычно long).\n", + "\n", + "\n", + "### Унарные операции\n", + "\n", + "- `__pos__(self)` - Определяет поведение для унарного плюса (+some_object)\n", + "- `__neg__(self)` - Определяет поведение для отрицания(-some_object)\n", + "- `__abs__(self)` - Определяет поведение для встроенной функции abs().- `__invert__(self)` - Определяет поведение для инвертирования оператором ~. Для объяснения что он делает смотри статью в Википедии о бинарных операторах.\n", + "- `__round__(self, n)` - Определяет поведение для встроенной функции round(). n это число знаков после запятой, до которого округлить.\n", + "- `__floor__(self)` - Определяет поведение для math.floor(), то есть, округления до ближайшего меньшего целого.\n", + "- `__ceil__(self)` - Определяет поведение для math.ceil(), то есть, округления до ближайшего большего целого.- `__trunc__(self)` - Определяет поведение для math.trunc(), то есть, обрезания до целого.\n", + "\n", + "\n", + "### Бинарные операции\n", + "\n", + "\n", + "Следующие операции вызываются над левым операндом в операторах. Т.е., например, `x + y` - это `x.__add__(y)`.\n", + "\n", + "- `__add__(self, other)` - Сложение.\n", + "- `__sub__(self, other)` - Вычитание.\n", + "- `__mul__(self, other)` - Умножение.\n", + "- `__matmul__(self, other)` - Оператор перемножения матриц `@`\n", + "- `__floordiv__(self, other)` - Целочисленное деление, оператор `//`.\n", + "- `__truediv__(self, other)` - Деление, оператор `/`.\n", + "- `__mod__(self, other)` - Остаток от деления, оператор %.\n", + "- `__divmod__(self, other)` - Определяет поведение для встроенной функции divmod().\n", + "- `__pow__` - Возведение в степень, оператор `**`.\n", + "- `__lshift__(self, other)` - Двоичный сдвиг влево, оператор `<<`.\n", + "- `__rshift__(self, other)` - Двоичный сдвиг вправо, оператор `>>`.\n", + "- `__and__(self, other)` - Двоичное И, оператор `&`.\n", + "- `__or__(self, other)` - Двоичное ИЛИ, оператор `|`.\n", + "- `__xor__(self, other)` - Двоичный xor, оператор `^`.\n", + "\n", + "Кроме того, есть функции, с префиксом `r`, например, `__radd__`. Это аналоги тех же функций, но только для тех случаев, когда операнд стоит справа. Т.е. `x + y` - это `y.__radd__(x)`.\n", + "\n", + "И также есть префикс `i`, например, `__iadd__`, для случаев операций с присвоением (`x += y`)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Meal:\n", + " def __init__(self, title, price):\n", + " self.title = title\n", + " self.price = price\n", + " \n", + " def __str__(self):\n", + " return ': '.join([self.title, str(self.price)])\n", + " \n", + " def __repr__(self):\n", + " \"\"\"Функция, которая используется для текстового представления объекта в случаях, когда это происходит не\n", + " через функцию str(obj)\"\"\"\n", + " return str(self)\n", + " \n", + " def __add__(self, other):\n", + " \"\"\"Функция, которая описывает прибавление к нашему объекту объекта other\"\"\"\n", + " # если у нас оба объекта данного класса, сложим их атрибуты\n", + " if isinstance(other, Meal):\n", + " new_title = ', '.join([self.title, other.title])\n", + " new_price = self.price + other.price\n", + " else:\n", + " # а если второй объект не этого класса, то попробуем его привести к типу float\n", + " new_title = self.title + \" и что-то еще\"\n", + " new_price = self.price + float(other)\n", + " self.title = new_title\n", + " self.price = new_price\n", + " return self\n", + " \n", + " def __iadd__(self, other):\n", + " print(f\"Нельзя впихнуть в {self.title} другую еду\")\n", + " return self\n", + " \n", + " def __neg__(self):\n", + " self.price = -self.price\n", + " return self" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Meal(\"БигМак\", 200)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Meal(\"БигМак\", 200) + Meal(\"Картошка\", 50)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Meal(\"БигМак\", 200) + 25" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "25 + Meal(\"БигМак\", 200)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Произошла ошибка, поскольку у нас определено сложение только Meal + что-то, но не что-то + Meal. В случаях, когда складываемые объекты разных типов, операция сложения в питоне некоммутативна. Чтобы определить обратное сложение, добавим метод \\__radd__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Meal.__radd__ = Meal.__add__\n", + "\n", + "25 + Meal(\"БигМак\", 200)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "- Meal(\"Еда\", 2000)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "a = Meal('доширак', 40)\n", + "a += 1000\n", + "a" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Эмуляция контейнеров\n", + "\n", + "- `object.__len__(self)` - длина контейнера\n", + "- `object.__getitem__(self, key)` - получение элемента по индексу/ключу\n", + "- `object.__setitem__(self, key, value)` - назначение элемента\n", + "- `object.__delitem__(self, key)` - удаление элемента\n", + "- `object.__missing__(self, key)` - этот метод определен только для классов-наследников словаря и вызывается методом `__getattr__`, когда в словаре нет требуемого элемента\n", + "- `object.__iter__(self)` - получение итератора\n", + "- `object.__reversed__(self)` - обратный порядок элементов\n", + "- `object.__contains__(self, item)` - оператор in" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class NumberDict(dict):\n", + " def __getitem__(self, key):\n", + " return super(NumberDict, self).__getitem__(float(key))\n", + " \n", + " def __setitem__(self, key, value):\n", + " super(NumberDict, self).__setitem__(float(key), value)\n", + " \n", + " def __delitem__(self, key):\n", + " super(NumberDict, self).__delitem__(float(key))\n", + " \n", + " def __missing__(self, key):\n", + " return 'no-no-no'\n", + " \n", + " def __contains__(self, item):\n", + " return self[item] != self.__missing__(1)\n", + "\n", + "\n", + "my_dict = NumberDict() \n", + "print(my_dict[\"0\"])\n", + "\n", + "my_dict[\"0\"] = 1\n", + "print(my_dict[0])\n", + "\n", + "print(1 in my_dict)\n", + "print(\"0.000\" in my_dict)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Контроль объектов\n", + "\n", + "- `__dir__(self)` - Определяет поведение функции `dir()`, вызванной на экземпляре вашего класса. Этот метод должен возвращать пользователю список атрибутов. Обычно, определение `__dir__` не требуется, но может быть жизненно важно для интерактивного использования вашего класса, если вы переопределили `__getattr__` или `__getattribute__` (с которыми вы встретитесь в следующей части), или каким-либо другим образом динамически создаёте атрибуты.\n", + "- `__sizeof__(self)` - Определяет поведение функции `sys.getsizeof()`, вызыванной на экземпляре вашего класса. Метод должен вернуть размер вашего объекта в байтах. Он главным образом полезен для классов, определённых в расширениях на C, но всё-равно полезно о нём знать.\n", + "\n", + "Дурацкий пример `__dir__`:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class SlotsClass:\n", + " __slots__ = ('foo', 'bar')\n", + " \n", + " def __dir__(self):\n", + " return list(self.__slots__)\n", + " \n", + "dir(SlotsClass())" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_4/04-3. Descriptors.ipynb b/lecture_4/04-3. Descriptors.ipynb new file mode 100644 index 0000000..2805975 --- /dev/null +++ b/lecture_4/04-3. Descriptors.ipynb @@ -0,0 +1,433 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Дескрипторы\n", + "\n", + "https://habr.com/ru/post/122082/\n", + "\n", + "Чтобы понять, что такое дескриптор, обратимся к документации питона:\n", + "\n", + "In general, a descriptor is an object attribute with “binding behavior”, one whose attribute access has been overridden by methods in the descriptor protocol. Those methods are `__get__()`, `__set__()`, and `__delete__()`. If any of those methods are defined for an object, it is said to be a descriptor.\n", + "\n", + "### Что это означает\n", + "\n", + "Дескриптор - это любой объект, который \"привязывается\" к объекту класса в виде атрибута это класса, при условии, если в нём определен способ этого привязывания - методы `__get__()`, `__set__()` и `__delete__()`.\n", + "\n", + "### Когда это происходит\n", + "\n", + "Эти методы вызываются тогда, когда мы обращаемся к дескриптору через объект класса и точку: `obj.our_descriptor_attr`.\n", + "\n", + "### Нюансы\n", + "\n", + "- Если определен один из перечисленных методов - объект считается дескриптором;\n", + "- если объект дескриптора определяет `__get__`, `__set__` - data дескриптором;\n", + "- если объект дескриптора определяет `__get__` - non-data дескриптором.\n", + "\n", + "Они отличаются приоритетом вызова по отношению к полю `__dict__`.\n", + "\n", + "## Data-дескриптор" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class DataDescriptor:\n", + " def __get__(self, obj, cls):\n", + " print(\"__get__\")\n", + " print(f\"Вызов из объекта: {obj}\")\n", + " print(f\"Класс вызывающего объекта: {cls}\")\n", + " print()\n", + "\n", + " def __set__(self, obj, val):\n", + " print(\"__set__\")\n", + " print(f\"Присвоение значения {val} объекту {obj}\")\n", + " print()\n", + "\n", + " def __delete__(self, obj):\n", + " print(\"__del__\")\n", + " print(f\"Удаляем атрибут из объекта {obj}\")\n", + " print()\n", + "\n", + "\n", + "class SomeData:\n", + " data = DataDescriptor()\n", + "\n", + "\n", + "d = SomeData()\n", + "SomeData.data # вот тут будет вызван __get__ с obj None\n", + "d.data\n", + "d.data = 1\n", + "del d.data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Видим, что при обращении к дескриптору срабатывают его магические методы. Однако стоит понимать, что они вызываются только тогда, когда обращение к атрибуту происходит через точку. Например, в следующем примере setter не будет вызван:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "d.__dict__['data'] = 1\n", + "d.data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "d.__getattribute__(\"data\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Поскольку дескриптор - это поле класса, то присвоение в это поле любого другого объекта просто удалит ссылку на дескриптор:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "SomeData.data = 1\n", + "print(SomeData.data)\n", + "print(d.data)\n", + "print(SomeData().data)\n", + "del SomeData.data\n", + "print(SomeData.data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Non-data дескриптор" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class NonDataDescriptor:\n", + " def __get__(self, obj, cls):\n", + " print(f\"Вызов из объекта: {obj}\")\n", + " print(f\"Класс вызывающего объекта: {cls}\")\n", + " print()\n", + "\n", + "\n", + "class SomeData:\n", + " data = NonDataDescriptor()\n", + "\n", + "\n", + "d = SomeData()\n", + "SomeData.data # вот тут будет вызван __get__ с obj None\n", + "d.data\n", + "\n", + "print(\"А теперь изменим d.data. Метод __set__ дескриптора не определен, поэтому ссылка в переменной d.data перезаписалась на 1:\")\n", + "d.data = 1\n", + "print(d.data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Резюме\n", + "\n", + "- дескрипторы вызываются с помощью метода `__getattribute__`\n", + "- переопределение `__getattribute__` прекратит автоматический вызов дескрипторов\n", + "- `__getattribute__` доступен только внутри классов и объектов нового стиля\n", + "- `object.__getattribute__` и `type.__getattribute__` делают разные вызовы к `__get__`\n", + "- дескрипторы данных всегда имеют преимущество перед переменными объекта\n", + "- дескрипторы не данных могут потерять преимущество из-за переменных объекта\n", + "\n", + "## Еще примеры\n", + "### Классический дескриптор-логгер" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class RevealAccess(object):\n", + " \"\"\"Дескриптор данных, который устанавливает и возвращает значения,\n", + " и печатает сообщение о том, что к атрибуту был доступ.\n", + " \"\"\"\n", + "\n", + " def __init__(self, initval=None, name='атрибут'):\n", + " self.val = initval\n", + " self.name = name\n", + " \n", + " def __get__(self, obj, objtype):\n", + " print('Получаю', self.name)\n", + " return self.val\n", + "\n", + " def __set__(self, obj, val):\n", + " print('Обновляю' , self.name)\n", + " self.val = val\n", + " \n", + "\n", + "class MyClass(object):\n", + " x = RevealAccess(10, 'атрибут \"x\"')\n", + " y = 5\n", + " \n", + " \n", + "m = MyClass()\n", + "print(m.x)\n", + "\n", + "m.x = 20\n", + "print(m.x)\n", + "\n", + "print(m.y)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Зачем нужны дескрипторы\n", + "\n", + "В питоне многие вещи написаны с использованием дескрипторов, например, property. В общем случае это гибкий инструмент для работы с атрибутами класса со стороны самого атрибута, а встроенные решения предоставляют более высокоуровневый SDK к дескрипторам. Рассмотрим реализацию property:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "class C:\n", + " def getx(self): return self._x\n", + "\n", + " def setx(self, value): self._x = value\n", + "\n", + " def delx(self): del self._x\n", + "\n", + " x = property(getx, setx, delx, \"I'm the 'x' property.\")\n", + "\n", + "\n", + "class Property:\n", + " \"Emulate PyProperty_Type() in Objects/descrobject.c\"\n", + "\n", + " def __init__(self, fget=None, fset=None, fdel=None, doc=None):\n", + " self.fget = fget\n", + " self.fset = fset\n", + " self.fdel = fdel\n", + " if doc is None and fget is not None:\n", + " doc = fget.__doc__\n", + " self.__doc__ = doc\n", + "\n", + " def __get__(self, obj, objtype=None):\n", + " if obj is None:\n", + " return self\n", + " if self.fget is None:\n", + " raise AttributeError(\"unreadable attribute\")\n", + " return self.fget(obj)\n", + "\n", + " def __set__(self, obj, value):\n", + " if self.fset is None:\n", + " raise AttributeError(\"can't set attribute\")\n", + " self.fset(obj, value)\n", + "\n", + " def __delete__(self, obj):\n", + " if self.fdel is None:\n", + " raise AttributeError(\"can't delete attribute\")\n", + " self.fdel(obj)\n", + "\n", + "\n", + "class CWithDescriptor:\n", + " def getx(self): return self._x\n", + "\n", + " def setx(self, value): self._x = value\n", + "\n", + " def delx(self): del self._x\n", + "\n", + " x = Property(getx, setx, delx, \"I'm the 'x' property.\")\n", + "\n", + "\n", + "c = C()\n", + "c1 = CWithDescriptor()\n", + "c.x = 1\n", + "c1.x = 1\n", + "print('c.__dict__', c.__dict__)\n", + "print('c1.__dict__', c1.__dict__)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Staticmethod и classmethod - тоже дескрипторы." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class E:\n", + " def f(x):\n", + " print(x)\n", + "\n", + " f = staticmethod(f)\n", + "\n", + "\n", + "class StaticMethod(object):\n", + " \"Emulate PyStaticMethod_Type() in Objects/funcobject.c\"\n", + "\n", + " def __init__(self, f):\n", + " self.f = f\n", + "\n", + " def __get__(self, obj, objtype=None):\n", + " return self.f\n", + "\n", + "\n", + "class Analog:\n", + " @StaticMethod\n", + " def p():\n", + " print(\"hi\")\n", + " \n", + " \n", + "Analog.p()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class ClassMethod(object):\n", + " \"Emulate PyClassMethod_Type() in Objects/funcobject.c\"\n", + "\n", + " def __init__(self, f):\n", + " self.f = f\n", + "\n", + " def __get__(self, obj, klass=None):\n", + " if klass is None:\n", + " klass = type(obj)\n", + "\n", + " def newfunc(*args):\n", + " return self.f(klass, *args)\n", + "\n", + " return newfunc\n", + " \n", + " \n", + "class Analog:\n", + " @ClassMethod\n", + " def p(cls):\n", + " print(\"class is:\", cls)\n", + " \n", + " \n", + "Analog.p()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Привязка методов\n", + "\n", + "Кстати говоря, если нам нужно вызывать один и тот же метод много раз, то быстрее будет его отвязать от объекта:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def foo(self):\n", + " pass\n", + "\n", + "\n", + "a = A()\n", + "binding = a.foo" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%%timeit\n", + "\n", + "a.foo()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%%timeit\n", + "\n", + "binding()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Задание\n", + "\n", + "Написать дескриптор, который будет хранить значение, но по вызову метода `null` дескриптора все значения всех инициализированных дескрипторов обнулятся.\n", + "\n", + "Подсказка: для этого нужно хранить внутри дескриптора ссылки на все содержащие его классы и список названий атрибутов, в которых записана ссылка на дескриптор (названия можно получить, например, через `__dict__` объекта, сравнив класс атрибута с классом-дескриптором)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_4/04-4. Attribute Access.ipynb b/lecture_4/04-4. Attribute Access.ipynb new file mode 100644 index 0000000..f86b5df --- /dev/null +++ b/lecture_4/04-4. Attribute Access.ipynb @@ -0,0 +1,199 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Методы доступа к атрибутам\n", + "\n", + "https://github.com/alexopryshko/advancedpython/tree/master/1\n", + "\n", + "В предыдущей теме были рассмотрены дескрипторы. Они позволяют переопределять доступ к атрибутам класса изнутри атрибута. Тем не менее в питоне есть еще группа магических методов, которые вызываются при доступе к атрибутам со стороны объекта вызывающего класса:\n", + "\n", + "- `__getattribute__(self, name)` - будет вызван при попытке получить значение атрибута. Если этот метод переопределён, стандартный механизм поиска значения атрибута не будет задействован. По умолчанию как раз он и лезет в `__dict__` объекта и вызывает в случае неудачи `__getattr__`:\n", + "- `__getattr__(self, name)` - будет вызван в случае, если запрашиваемый атрибут не найден обычным механизмом (в `__dict__` экземпляра, класса и т.д.)\n", + "- `__setattr__(self, name, value)` - будет вызван при попытке установить значение атрибута экземпляра. Если его переопределить, стандартный механизм установки значения не будет задействован.\n", + "- `__delattr__(self, name)` - используется при удалении атрибута.\n", + "\n", + "В следующем примере показано, что `__getattr__` вызывается только тогда, когда стандартными средствами (заглянув в `__dict__` объекта и класса) найти атрибут не получается. При этом в нашем случае метод срабатывает для любых значений, не вызывая AttributeError" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __getattr__(self, attr):\n", + " print('__getattr__')\n", + " return 42\n", + "\n", + " field = 'field'\n", + "\n", + "\n", + "a = A()\n", + "a.name = 'name'\n", + "\n", + "print(a.__dict__, A.__dict__, end='\\n\\n\\n')\n", + "print('a.name', a.name, end='\\n\\n')\n", + "print('a.field', a.field, end='\\n\\n')\n", + "print('a.random', a.random, end='\\n\\n')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "А если переопределим `__getattribute__`, то даже на `__dict__` посмотреть не сможем." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __getattribute__(self, item):\n", + " print('__getattribute__')\n", + " return 42\n", + "\n", + " def __len__(self):\n", + " return 0\n", + "\n", + " def test(self):\n", + " print('test', self)\n", + "\n", + " field = 'field'\n", + "\n", + "\n", + "a = A()\n", + "a.name = 'name'\n", + "\n", + "print('__dict__', getattr(a, \"__dict__\"), end='\\n\\n')\n", + "print('a.name', a.name, end='\\n\\n')\n", + "print('a.field', a.field, end='\\n\\n')\n", + "print('a.random', a.random, end='\\n\\n')\n", + "print('a.__len__', a.__len__, end='\\n\\n')\n", + "print('len(a)', len(a), end='\\n\\n')\n", + "print('type(a)...', type(a).__dict__['test'](a), end='\\n\\n')\n", + "print('A.field', A.field, end='\\n\\n')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Переопределяя `__setattr__`, рискуем не увидеть наши добавляемые атрибуты объекта в `__dict__`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __setattr__(self, key, value):\n", + " print('__setattr__')\n", + "\n", + " field = 'field'\n", + "\n", + "\n", + "a = A()\n", + "a.field = 1\n", + "a.a = 1\n", + "print('a.__dict__', a.__dict__, end='\\n\\n')\n", + "A.field = 'new'\n", + "print('A.field', A.field, end='\\n\\n')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "А таким образом можем разрешить нашему объекту возвращать только те атрибуты, название которых начинается на слово test. Теоретически, используя этот прием, можно реализовать истинно приватные атрибуты, но зачем?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __getattribute__(self, item):\n", + " if 'test' in item or '__dict__' == item:\n", + " return super().__getattribute__(item)\n", + " else:\n", + " raise AttributeError\n", + "\n", + "\n", + "a = A()\n", + "a.test_name = 1\n", + "a.name = 1\n", + "print('a.__dict__', a.__dict__)\n", + "print('a.test_name', a.test_name)\n", + "print('a.name', a.name)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Общий алгоритм получения атрибута\n", + "\n", + "Чтобы получить значение атрибута attrname:\n", + "- Если определён метод `a.__class__.__getattribute__()`, то вызывается он и возвращается полученное значение.\n", + "- Если attrname это специальный (определённый python-ом) атрибут, такой как `__class__` или `__doc__`, возвращается его значение.\n", + "- Проверяется `a.__class__.__dict__` на наличие записи с attrname. Если она существует и значением является data дескриптор, возвращается результат вызова метода `__get__()` дескриптора. Также проверяются все базовые классы.\n", + "- Если в `a.__dict__` существует запись с именем attrname, возвращается значение этой записи.\n", + "- Проверяется `a.__class__.__dict__`, если в нём существует запись с attrname и это non-data дескриптор, возвращается результат `__get__()` дескриптора, если запись существует и там не дескриптор, возвращается значение записи. Также обыскиваются базовые классы.\n", + "- Если существует метод `a.__class__.__getattr__()`, он вызывается и возвращается его результат. Если такого метода нет — выкидывается `AttributeError`.\n", + "\n", + "## Общий алгоритм назначения атрибута\n", + "\n", + "Чтобы установить значение value атрибута attrname экземпляра a:\n", + "- Если существует метод `a.__class__.__setattr__()`, он вызывается.\n", + "- Проверяется `a.__class__.__dict__`, если в нём есть запись с attrname и это дескриптор данных — вызывается метод `__set__()` дескриптора. Также проверяются базовые классы.\n", + "- `a.__dict__` добавляется запись value с ключом attrname." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Задание\n", + "\n", + "Библиотека pandas предназначена для работы с табличными данными. В ней есть сущности DataFrame (по сути, сама таблица) и Series (колонка либо строка таблицы). У колонок внутри таблицы есть названия, притом получить колонку можно двумя способами:\n", + "\n", + "- `dataframe.colname`\n", + "- `dataframe['colname']`\n", + "\n", + "Задание: реализовать структуру данных ключ-значение, где и присваивание, и получение элементов можно будет производить обоими этими способами." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_4/04-5. Metaclasses.ipynb b/lecture_4/04-5. Metaclasses.ipynb new file mode 100644 index 0000000..78d74ae --- /dev/null +++ b/lecture_4/04-5. Metaclasses.ipynb @@ -0,0 +1,734 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Метаклассы и создание экземпляра\n", + "\n", + "> “Metaclasses are deeper magic than 99% of users should ever worry about. If you wonder whether you need them, you don’t (the people who actually need them know with certainty that they need them, and don’t need an explanation about why).”\n", + "\n", + " — Tim Peters\n", + "\n", + "## Создание нового экземпляра\n", + "\n", + "Вы уже знаете, что конструктор в питоне объявляется магическим методом `__init__(self, ...) -> None`. Но в момент вызова этого метода объект уже создан:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __init__(self):\n", + " print(\"Только вошли в конструктор, а тут уже есть self =\", self)\n", + " \n", + "A()" + ] + }, + { + "attachments": { + "factory.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Но что если мы хотим изменить объект до его создания?\n", + "\n", + "### Классы\n", + "\n", + "https://habr.com/ru/post/114585/\n", + "\n", + "https://refactoring.guru/ru/design-patterns/abstract-factory\n", + "\n", + "Классы в питоне - это объектные фабрики.\n", + "\n", + "__Абстрактная фабрика__ — это порождающий паттерн проектирования, который позволяет создавать семейства связанных объектов, не привязываясь к конкретным классам создаваемых объектов.\n", + "\n", + "__Фабрика__ - объект, создающий другие объекты, которые считаются новыми.\n", + "\n", + "![interface.png](attachment:interface.png)\n", + "\n", + "![factory.png](attachment:factory.png)\n", + "\n", + "Инстанцирование объекта происходит в 2 этапа:\n", + "\n", + "1. Вызывается классовый метод `__new__(cls, *args, **kwargs) -> object`, который, хоть и не объявляется `@classmethod`, но является таким;\n", + "2. У объекта, возвращенного в предыдущем пункте, вызывается метод `__init__(self, *args, **kwargs) -> None`, в котором описываются изначальные действия с объектом." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A(object):\n", + " def __new__(cls, value):\n", + " obj = super(A, cls).__new__(cls)\n", + " print(f\"Создался объект {obj} класса {cls} с аргументом {value}\")\n", + " return obj\n", + " \n", + " def __init__(self, value):\n", + " self.val = value\n", + " print(f\"Инициализируем объект {self} с аргументом {value}\")\n", + "\n", + "\n", + "a = A(25)" + ] + }, + { + "attachments": { + "singleton.png": { + "image/png": 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3G+FwzXP37fp61jYGy/wOOIky2iXyYwAUo0zQrguAYF1x48MvwaF6yualVl0z85FtjdiEbbX0JurCpT3QyxfGC1eaq12X45uW5xa8HQhYqU2HXciTD7x2wC+BE6z4bADqWfLfhUqcOQFAajkT5L/9FaxL7nnmIOzYgiVNvOdzWjQnmnNcFtXHfq/QBNI/lNlum+1ucBm2eiJNBs+N1idaeuBw/dP+bCoNnGDNgrMUTf92pEiTOF86O1tV5ChUYvYAiaLPTWVr81vktEG/6QnEwSnthE38rlHt4gdk58zklkYBYETar3r7grSDdfXdN4fALmFoVM94oF/rbeqBM8X0coWhXYqXgFsPWzHWs61qODEWZ1s/8/hnCa+JUMDu4E0XXXHARwETrDdz+Fgcpn+rVMAuq50E51jgO7FXkRAoz5DDuArDGWQXXQWe9ggRnWxjE4n3JnKiyK1KcFalsPi5v0k4WFc+trFwVTs5EO9hsmofXW0zwsnp6cnCzwL9JrR+YDaiTAknOflWg9nTZxfmh60366n7fDvZIVCClXsUQKqc/u3jRqyrIV5GK4DWT4U6qSFStDs+vQzIySW7WTUEQxlE4WoUE28ImCO3orsBNGqYIH/tk2A9+8CDsEvvP5PnoVaaE3U9cBKWXzXaEYhzlTu55XPnN7XYeGyiotzTbdGKNhaikBvu8mUFPkCC1TUEQD1DbnRgwzjxYsD7nDgnAIQm1aqB7GgS2MSPiYpYiIyDRIkAviJONtBL7iXz3SwL7h/1234I1pUX3QS7nKZK93OFXFfZX4INygZL5czeG9nlGmt2q3O1QpdiO7oYdwZ761mIrnr4ni3HrAAJliYHwDK5Mw4eW5IFwEwcWR94/cTpAwq+is4s3ZiqIsAZJkF0PsAumzWNwntKAcj59yYBQ+TBODidTJCf9n6wDj1wL+yKe91vRYgbWG5TYkPrcGL53n3xyzPMdjdiQ8L7JoP7mWzgrGJ9zLp8izErMIIVVwag7WNy5wxw3JAso8MsVHLiMMeBEiCBOA1AInFGHFPVJ+ngpJIgTQ1YZcK3UB4mE8CeJKKTDcAkefI9gJLgocl+2uvBuuLO9e3s1X1r7iamroWKCeWmpwlr9sGpkF3jpRG1KqxLXVoLZ9zQV44oITr4wIsHvAiMYJnA0ZFbVqBORpx0KOLsV4QJZwDwfUu1f1kl0Ek8HQTJxJsEWg8TUXwYUEQme+SO1AOR5EnyMQARTJBf9nawLrtu/bZgQWkR44bB2lSCdSX9lbpA2rfw/5g/q2oyOm3Tssy7W9uLNwyVQHTVq16eNQyIYC2EwvNV2hCQTWKwGuOJ0wsUxufwCSI6DejtY9gS8aogMBDnpAKYJ87hacBGpcC08G6vwRL/fGtMkF/2cLCuffoaiBIsmi43VzwzqwVYd7qpU7P/Nsbk2pbaFHBQNZWWu/k7kBfWpUB0/eWeHjUMiGANAUiNJ/fOAhbiqZAQRZwClMTxU5KGiKrByu0TVgtxMrRAfxlQaZ+2cr4gXj5gJRMQIVw1tgFnyaOMZgAje3fpIRBIKFjP3u/IVXGVm+OtojTLZSlwqJ6s6dh/tRLJ00zN6U4H2M8uuBmzYqYUED15t/vFrEAI1qIRwDx5YLEPT4eB4mQi+gqwyPj3WoVgGeP4jx0FSokTdRowR9qDVAiMRDuCtUxVQKRjwloiz4pyADaRCfLH3gzWJXc+BJFCW9PlZrY6nwoH5djqzH6NlUNu7FSBCnbstMnNnJU3W8ZCcPAZd6f9BUKwpgDUHiYPIoATxEkGjvLLVhrgDAn1EYMlJ4puAVgdcQxAsawUaJaJs9kw8WTN/FtT9t9+fBToJM9kZwGU7b1b0QFEIsG6/aYQCNKn3LQorbc+BXYpzaWSfIZ55+ljWgrgkKV1s/tDHzvCOh6O/vdDOwEQrLRGgB0lT7RALHHkQNsn4m08OdEoUJdBVAK1PCMvH0DbEfu+rBWKAWo/JZJpgUQi+33BYaoD+uLkcvl4FlBIXuQaAdQwQb7bg8G64rGbIartDWdcdBWZGuBwvHvezARtSLMm5cBO0e3mFIuZvhIIQh5+9sBmARCsYQDTJ8mDjCYghjh54gVedBN6ZEQGca97GJCtzQLHRrwkvm5FQFa8mKnPiJccCrRQAaBON6qFuo+SN2cB1AX6YxSBTALBeuxiR64q8xgX8tiNk2IUETXtTJCL+HLrNOzY1qEYxkVU+XIjBAefuO2AM+kHKzwdwAB5knnMvnOhHdASUVwj+sTfKeOIsmA3RbxPjEj/gpIB5BFl1gKDxPvCCHxOJdgQQ97kZQGqASbIZ3ssWOvTlXFszvVKL+6z5TDYJXQn7p/tC/4qt44pYVdm/dcNi7zOWghCXnaesqQfrE4ArdHkyVfVwCniFAH5RFQDnBDnLRQRKSEaPkK8cuBYJskUQpGSU+1fSef4RMlU2PAZeSOzALAwQb7bU8G68yaIRv513rG+oikFInVT5QIT5EVcWm/rRtsHulyTZUqF4OD9G8vvkg+W+RiAGvIoLh2IJ45O3I81DZQSZZQCmCNKAa/4cxkJCoFuIioGEsVgmYm3AqA9E07GyatyAOrgT6Mf9lCw7rvJsZCucZkK4mcmsyAyTp8I/nz4ImaploUo1broWrTSMgiuesqRLMkHK5EVtit4lMsCmfYbgBFEcSxQZjmbrQRgogxwCiocX+7Y7DAGmMSLyXbiFQDsJ7kAehosndYlAAbySlYGoIoJ8tmeCda1T1wFHls34LKKKU9sUkDUOKQJbtTzVd6ZfCNE1ZGaf02sxRC89LR4ZJbkg9UEoJc8awcgs0893USF2DBMyUDWDK37tFicnfqAXnF/u444DIB6KoL9ClGu4j/LuzMAyr5ggny1R4J16IEQ8IxNrtNVeWf1+r36uWCt/NNubVND1FZodpmyTMcgePQ6PllSD9aiGoCZPCsCVGQPloUytNiQRHqgNtPpc1mAIaJecXN8N6AhTiKAKtIBRjlx4pVbByuqB1AHl919tyeCdcl1j0NQH+syXc1MlkCUcF63+9tDo/QLhpgB21xNYoW18/zQ8GRkv8Vi6Y6IiOjmfu2LnFxabqkyFSbWxK69OaPrkEBfcwf6UiAqcN0lkleVAMHF3DOGUg9WJ4CRLZaTFI7HmvspvhEbjtMgMH2Y1s0CofZfG4iohe8U0eEkQFVO40B6nBCsHCCNtrAEIJIJ8lngB+uS21+A4GhNPONMbhvZ2O8ez+wCeV5HuW503tS5MpXfVpugZOEfY2Po0aSJoZaq0pqYwcV2/a78IU6Z6tUQKCMNm6NvbrEn6+HbJB4seRuAuS2ClUU8A9BH58BTlZ2tsqigzogR97Q7jNgfvqkQw/Um0JxBpFEBDScpxjlY5bQFA4BGCbwy7U+7EaxDr4aAF2YyM87i55NYCLKWx3d6uEr7br5qMqKpobhaweLCUOUcPzbdPDE0W7OWx+ys3DWtCoKciBmXo0n7xI9c8/QVkg5WjAo4zpAXOqCEeDN8sFaFef1jIooeAeRngHxadzjF/tRzDZDOL2mpkG6QtVeDf/dGsOKUQJ7w+SfJI1kPgFgmyEeBHqzLnj4IXuNKHuPMbCqGgC0r1TM7LKoT26o6htlpg0OpELBNo3LGmUGbAt69t18i4WDxAeqXkRefAQmONyIpHyj+lATZQFonEEEOGaMATIM6w8wKAEM0UR3Qk30agPJTIVgpYrBSxKOST/ZFZpBHLcFrQr8EdrDuvAGC7PHNI4G1AAK2LlbP7DhzLTxIyUooPvpOXXb/75GTf//5509//PHXX3+9y/mL88dPP/3599+Tv/9uyX/vw2Op1TlqeDDE7LxwaysExpG1TQNrXKz4gZCXr5ZusIoBaGiLYBU4Di8+S82AiUSRgOYs0E12ea3Y5J1PaJSFyCSOakoxWArk8I008e3zqFwN1AYfEfNVQAfr0P0QtNkYZ3knEiAIs4wzuyE8FCK18nRxGden339695sPfvnh54/e8M+vb/3w2zdv//Vnv/a9D4+GloiXl7vwiux6kd32XRzjRG5NAO+aO66QaLB0AFI+3moPZ6TjjSnq5L+HqBfQTAD9ZNcHFzo60gZBQyYRJbPoSSb+jVThOjKzBGVe/tOZBYA6hgnyUQAH67FHwWusymWcyB2325VTuihmF4jBSp/46d3ffvj6rW/5SF0IX/741tc/fLP693u7eAkhX6tzTFkDm/5uyy0Q3HqbNINlApBNXsUpVKPEO9nInqO8rPRcEtmAolXASiJZHVyMEy00ghOqt49kTdHCZ66ka8SV+W4ZeTYFYJUJ8lHABuvQQ+CldC8wTnIrWiHoOd/O7A4xWGFvvbE93t7dNQ9NdzoETZsPaP2uHryQuy6TYLCi8gHMk1fRpTXRJBgfzSBZbFU0iTKHTBnx3ZHJZKcVb4GcTq3lFBiBIv5rWoGkPBJETdhIcLI9g+hIwxa3JwcA1DNBvgnYYF30OnipsfGMk7l3IAhb6WD8EgyWr7o03RAoLeWME32LArznr5VesDoSAMUXdGH0A6NHyC6zFuzHQu9Oefj+5SxaPyEvPlUD2Af/8IkU7Viwrn4CvPQhPbMh6s0mCI6vnGL8FAyWH2Ym0sFLmepgnOjEA/4O3nWF1IJlAzD9CV0Ync67q5gEFJNXhWDPkVfTAOaYIN8EZLDufBC8o6NRzIaOSQV4iqUFxm/BYPmj600tBKHWuE3Lhwrwbj0ksWCtAGihC+RNYJAcvirBefLqcwxHk1ezAKaYIN8EYLAueyYEnKzv5cwG8wkleFmR/ylXwWD5aa2JBe/opoPHBsWQXfPYJZIKVhsADV0gehijyCG5h50hrzLPfeLDZvfp4LmjvgnAYP3D3p09NXUFcBzvjMV9rdaZOrZ2uttlam2n60z/gM70pW/t++F3gKuppkhMCQkBWSIQUnbZqSBlKzsE2RFFXEDEDRBFrWvdtba2Dz3n5iZcQkBETELk89CWFNqmyfly77nnnix7Hlyx/DqVsiMVnBDhDh8o8SwEi6jOFIHT9QzIH62LB7Po89luFCxjMCBso1Pl4FZqo+hiU/VPSHkOqBwgMyZkugVr9qwFYFJOG8mwAZMARtjd6RafQfJMBIsQdZ0vuMB8+WsReQzcS1+5T7C6ABRTt+VfMnN3zmOYXsGa/bEXmIoQWZma6yrA+eW5yb7Hz0iwCGnYlAKu1IcMM94Et+pFtwlWmziF5b6uutVKrA27Qjo6A2KjDxzYOTDQ39+woS/RmKDSuMWhwFiUGlWCMbFvQ0N/2sDOnQeiIwf1t7cWRrs+WJbTQaG6gQwLOAZOO5RI3MQzEyxCYkt0YHRHE8mwG2YwXp/OdZNgmQDcoO7LB0AEcQ+abF9YCCkGbYxfQZBvenFyVtmxw1Ul1RFJpo0tfBukQ0NXrjbWZeftCAkpLDx5YeuNjtu3uzr1+oCA40dio6MHBhrq+3JyclTc45WuWaVKyMnpq6/vHxiIjo4+cuRIQECAXt/ZdfvG1gtsX6aQM7sys/Mbr14ZOt37x572nhZTxK8lVaHHyrKSzeGtQRmV8YFhOgGimE5XB+utdWCERhWxUbXFgOvWE7fxDAWLqHZkgEuVn9P0l4BbvdgtgmVMBlKM1H3lAPBziyMYdUgynopgHWMIZLQxIm2gTIpOgqmV6+JgrVkEJv02sVEeLwUXnukWr/czGCxCEg8ZwB3dQGzUjeJja+e4Q7AGtOLWC+5reyCANOJ6+l8FeJKNLg3WfMs2yMcGiE1zfgYYweT6pQzPbrCI8nYquKJOMuxkBZhVH7pBsLYCSFJQN3bYLWbdj7RAVBAeDBldRqWWnWa5d8q8vBYtWLB01dfrPlj75vovl7/0/BfL4eJgLVwJRhhSyZdWgyu+4E6HV89esAhRXa4Ek3IwgdikbQH32nyXB6sRwGXqzhoBNBLX2nAwBpzO9OOd+3erKmGVIk1kxwaEAvh03rwXXljz2uuvf/L+O59+/PnbH733zbvvrl69euXK559fseKl5cvXr1+7dt26VUuXLliwwIubVHqWLv163bq1a9euZ/VZ/tKKFc9/sXL16ne/ee+jtz//+NNP33//k9dff23NmhfmzZv14YuvvPXGnO+++uzlZUuWLF68cOHcufP5mppZLg7WkhVgArObiZWysBXcHre7D+uZCxZRBmSBq4omNom5YLw+dnmwegB0Und2AUAPcaWcunhwhpJb3qKa+3fNsCBWGwHMmuTV/fnMXG6hxVy5+VbPTRHXB2vOD2DCO4mN8Q8BjDmEuJ1nL1iEJFwOBKM9pRmu2FUtmHcXujhYxQDSqDtrANDdTFymuTAVoqzfarwl5x9mOA7WNOHaYL36NZisaGJzoBtchNsdXj2jwWIzWcVgDIdUw+MgJAzMFwtdGiyNDkATdcg/Ko7aU1gf2hYlfdPFvoALWwNy4ugocYNnjAoq2usvfbdGQSX+XYP+8n+ZT4A/dUhTCfhuIC7SPHgYIvNPtlzV/FYMzARrssF6cRGYkhxi1bzVD0xlpoa4oWcyWIQYc1PAdB8gNj7pYF5a5spgxQI4Rx1JqK0qyjrdT0c6VaqnXJQ5i9/OszkvNAOcEDGqWPoyoOAG5ZpCW+IsPx6TqZDKlw/hqixRdcG60wrqSFMqYNhJXKPhj3hwMXfveFvdSzKAK54J1mSCZbkbp91IrJS1WjCpbrT2aiZYhKjzDGDCu4hNZDGY9UtcGKytACLoaP7lBohO2W9ZXOAvLeeso5QGwCaSjrDvMrjgRMqcBPIol4qMi1SUZgCELmqVKAC4QB0yAeggrmBsrASnbb83vDP3XctjBXfPzwRrEsGaB0Z3UEms+nrER1jB3NOzGixCjpeBCTzRTKwaQsF88JXrglUOoNFBr2ohKYujMmelPURpPpA7cgt3PZXb2w6Lg9JGxyYF/8fqgHoqOgSmlFpdAXNs35gfp3qCOJ/yVBZEv9z3tnlQClHENW/vmWA9frDmLQJzVTM8BraACS5Xk8eiHBjnB2aC5VBi3+P+gMl+8Ulit1isZS4L1h9wuD1yoQAgTAsgJZHKDAIYpMxRIIllKRAwH64KLSsKKkgYETzeI6FUK30mdBLQzQ/MNACOUC4qDFwOtdgWDkbXRx3ZBeAycbqAKoiy/vS2+XGjdf7d23smWJMI1jww2nJiow8HU9xJHsvAiWKEx5KxzATLkcxgIeKkkTwOTZ0BTHUOsTKaxGJ95qpgRQAIoPaaggBD5lk171aO/Y190ZTJBSIUNA0Qov23+++LIhcVVCYgBTh3I64aKONHTRHid1OaKP7buUsjD8v0EJ2kjugB5BInSzwYL535Xfe2Ov9PELiYh9e9Z4I1iWBJx1d5zcSqowBM6cDjXcFqLwAzRMYwEyxHjMlgki/vJI8jJAPM4QZilZAkFmuJa4Kl3g0IZx0tfTqXRpl4hKnt2yE+0AIc9qeFQFEUdaAX2K2migigh1qC9Qdl6gF0UEbRDrTsHj4bPQoUpfIvHdkJIIs4VUJeAbiYv4fn2msepIIL+5W9e2eCNZlgvegFQJs5nJ5MrTQBP3EbslPBjDfQZ4I11vPggqsf6+NoY4vAmCOJlSoXzPplLglWXzjgd5Ha2wM0KihjQIyGygQAOoUUrKrt9OBYt/V0BJuI5UQvhDJJQPmIYEUVQcjpBdqpSFEAFNYCSdQRDYBK4kwBxwRw3bdqvK2u52rBpf9Z4z0TrEm9AV9dCiaz2darEzoAwk31YwyfQ77ATLAmHyxOyCrvIxPWHwomfZBYJUSAWTHXFcEa0ALJUdTOvjKgXwyJgCBid4SVQbkeoERBTUC7fxNRqxLt1mEp0rZbJp/i91MmQjrb6wNwiTINAkz0JBDqb10b6rvtAtBKHVGkADASp+nPDQZXzNMkOf9zBbiMh395e88Ea1JvwDkLABiyiVXzVYE/MPGtGVQ3qgSIgjNmgjWZ56HLgIXh0JFmMkEJLQKAGP3wAxvBrFzogmDFAijZTu1s8wU0YrkA834qcwMItwYrQrG5GzgXmloRKAC/NlF7fX5AG2X8DwM+UrD4X4gp66AHgPBtlNsBbFL0CRD8qSO+ACKJk2jKfcEZHt7xtrkmjRR+b85MsCb3BlzyJpg22zjRtInjYMeEx82uMh2kk/Lf/pkJ1qSex/1/s2ARuPE2maCEXjBBXcTKeAzMNy4I1lYAPdQeP5VroAwRJ81ldgFmyrUAG+n+dAzrpCPF8ek6oVfvb1n6qadMg3XOPgIVhDYBYSrKKEzAcUoqgMQxP+qrkziFsqsUnC5J9ha9/jAFXPFP3t4zwZrkG3DhcgDCQWLVPASmYKKva0O+HyzM/91jA30mWJN9Hg82ZsCi7IyRTMyVMACGTmLV1w3mndlOD1YmgF5qb/MWYBdlzgLVCrsP3Uq2HjPtoZoYDPOhI/SVQhSWzwLYKl2KPALAyPe40opXDTOAWOmILiVOPBGNpY60w1mfTbihNxBcMjsbtHlQBC6MTcDPBGuyb8D534LZpLL1qlEAEDTBXvVfaYXF7z+zV2EmWE/0PK7dDYJFaaaaTISmDUyQnlj1pwPwesHpwWoEUEdH6QHMGssRkYnK1QKGsqzUYl8BOE0TgiHRmof20REOwaqfauIBc1lqsjkGlquOaUAmpbQb2EGZWMtqexPQOeYGM7vI06fK8wMXdFeWqx8jBDDCFnY2OBOsSb8BPwVToiYSpXg+6HuETERkbwpE8UkP2P/2mWA98fM4/1NpCkS+5YlkIuoCAcQEEKvjrbxYbzk7WFccL34KAdCdQ2k00E7lcjGsjXWHEarLO+o1+6mdo7C6TFXBsBGvOp6xHEttkua48i39Osr/5Eg2nPI5FEcOW9IUIXt31vxTAa7y37+8Z4I1+TfgLC8AqQ3EKk8AUBFAJmDnIT8pV5vY74yZYE3N8zj/4JdgiIrrVOTRmuvApMcSqw7+428ucXKwehyuG6V7i8CEHwsH/rCfTbI5Qbv4N+2kDqX5FUTkh0QI/KSyH8MKlJRujwASLMdrJXwKy4zgekuXDlJHQpzxqvYdCgOX+sB71I04YT1s2mQmWJN/A85ZCiBoJ7E6ZeBfHyePFt2rgyj84R13GOieEizmlskPooq6HPJobWEAzP3EKpN/vWK+c4PFAxRNR9OnQHKayqVj2C4xJD7UMUUOX/set5vfnKPHsApCaUKMZUubastChrPStchOIHfMpe4m8nQVJoMLZAvbba7/rQWXzDbCcnawlqxZM+/FV+csWyy+I6Z5sOauBxB4kljpYwAUdE1gkA1lQFTxzx23GeieEizvmmvt8RAlT2BnH81liCdetq97wbzj3GCZAWxwlJtGSGqpXAyAlIyistRg4AzNA5Lp+DYCEYpCMNrWrNIKvt6K0kxAOKnXHwTEhQynpBPPSP69Yy11ryZP04EWcLpfr8lezj9bpaVX570ZpwZr2cdesPJatX7F6o8+/WTNvFfmLFuycPb0C9bsj8DUEavYVt6vjkcPsUYtOKHo5/PuNNA9JVjMvU1BEKWGqMij9AoAqm3fp+oG4DXLqcEqAKCmDiQKsMinMtsFIF91MWrf2QpgB83mPRuXfzfQzsMWlqDeFheXDbSyYJVhmJFuT+LxY87KF1HIGQGEKslTo84MApf+U43spfw1DFwoa5iTg7XwnaVwyGvBqrXLV370zmsfvrF49vQJ1jxeX5OGSIxZAHSZj96PyQxR+M/X3W6ge0qw2EWlv+PBCVWd5BFUPWAuNxPJgXAAqxY7M1gGAHF0tH3VgHZXxx9ANpVpAnBJ2hcLefQEcIKKonzyohx2L1D6vgrKdYqnhCrIxFJVDFAv1k3gC0kdUIcBpSrylCgHd0v3Dcrm1f/6p9J2I46Tg7X4kwWYAK/1Kz9//cM5S+a6fbCW8eeT1Uckqo1g6pRkXJqOVIjM/553y4HuKcFiv5r/zoCoJ5aMLyEUQHAmsbqtA7B6vvOCpQEgKOhomQJwRUE7gB1URmmdo4/LAs7QcukWQYVPMnBjrK2s0middbmpHjxJIZDxoSeB+O2UO8evITqgiQGKE8nTkXCzElzWfVmabm0BJ/zNJtudG6y5r6+DKDy/dk9EmbkgbPxsLX1z5edrXlnsxsGavxKAoCdWtQKA9mYyrkiTAZzf3TtuO9A9JVhsYZYpBZzfZSMZ10AxgPjjxOogmDXOC9YGADF0tEQd4NtE6Sm7RQ9nAQxag9VBT1hWnZJ2MIVUJnbQtn1WqYI2AsXWYBXvV5ggqkxPNgCZtMW22D6U7xzhAKkAKurJ06DcWgzu3D+yXN05Ggzud7Zxn3ODtfC1VRClXthMJZuVfQeO60PKhzaZqlJ94wU4smr1O7O+WuiWwXoNgNBIrG6AqRp/YCQOBYIr+O+OWw90TwkW+w1dEgiu4hFTWbGVAJIbiCThMIBFLzstWJEAwuko/hthKVU20DUiZPJg6fnfTqb+hUVg4o102P6CDBVf2N4K3jV6RRasrDhxs76C/GjN/qgzwGlFPK+WqHeMpe5RxUBlGnkKEqW1DHyy3X5lezy7z9m5wZr/wpsQnQuJoo5sb9qmORt7IbOxJysGoyxau/L9Fxe7W7DEE8IqFZEMpAPw7SfjCUkFJ5iuuf1A95Rgsc2TssDpqiPJeHalAGghVpEG8aTQWcEKAJBFR4kNBkr2sr9oA/T2wQoQi1QMHKc7ACH3HETlipHrEEp3pg0JACL2isEyU66Db0qj0gG5UZQ7AJhUsGWqzrL76dnL8uEq5VE7QKac5kKFtC2D/IzeFAxGV8JeW6cGa+68tRCl74qjjxZXf7ywtifU14CR3vx83svz3SdY4glh/AEiUYcCqOwk44isBieE3p8OA91TgsWS9XM6uMCbRjI25U0w5UoiKRcArHFWsDoBHKOjHLV+psSQXbDU1iOs/WaggV6CldDmT2V4CAUBjDbHspK9mHJbgRaxejlUlANsiQYMairKE+fE4rrtF3ft3QKEHSBTrS83DIwud8SKxHRwBT+d93ZqsGZ/uBwibTahE+e/TTWYN1RqgNyC5R9/ONdNgiVeIcwnVuVgGpVkTOoTBeBafz4/TQa6pwSL/a4+qgNX1kXGpjoGoCB2xDz80sVOCtZtANV0lBjrCs4hu3XwCi3QR5nN3TD486kui9JYBZW7qINFpfjjp4Aqyg3yImm08Bu+6phlFFAcRa09yxd3hOiyOxOqAoRoMrXUO4LAJT+Qzz6WgAvjDXNmsOa/uNy66Hg/nYTtOfr8janybC364rWvZrs+WHO/HnFCOFgJIEn5yCu2lX9fn0YD3VOCxaayqgRwRzeQMR3wBbBbRSTRWgBvOylYjneXoWEITKNcLQ+W3B5UaqSUtVMaVwouY0cTtTMEkcFHDFlODGopp0xBA/WvxmEqicdh9mW1wrZANJv6h0PooyNFTP2GWGktAphg+bRuzT/nbDv3OTVYLz7vBS6lVk0nTdGU4NNWFixr1or3P3N1sN4BIBwnEnUZgPABMhbN1UpwW27VTK+B7inBYhtVtoIruk3GdAojDpqvAFj0lnOCdZLHlI6SiyFLQm4gzEjlVFkt/pTbf5UPLZ9KGHafiaOj7MsFkNKSKA2lzJgjVOSzg3cpPYRKalvP0LTiXdQi6nBqIr0EpNoH0AQggEwh9a6Y0dcBb/0OLmYTOxlxarDmQaJN797Tln1GX6++uH8vnZS46PKkCth8+fpns10YrO8XADhE5JuDCIVkLMePgQv6t2baDXRPCZZtK/DgP3LIWHIBVB4nkpxUAC85J1iFAC7TUciZfVTU1HuJjhQVReXUB1T7qCN7A/JO1ftTiUKzncrs3z48BaNgX9q+Ly6KKjYC2dQOj0EXmToNJh0Yrfw6YM3DDNt6LCcH63PYC/Mz707KvZmnj02Moo9LQWLbimC14Pk1rgvWtwDCG4gkOghArpI4psnOkK7YTsuB7inB8q75LR1cqZ6Mod8MoERJJCFgPnRKsE4ByKduZVsr0uOondwp3cFPnVcARtgiHxn3pdPbu+zwytnBegfjCUyvHsoujFaROAWduIRCUwEka1wVrDfA5BGJMgKAeQNxrD4CXPhP03Wge0qw2G0eRy0HWfkq4lghRuxQVwLgy7nOCNYuAHXUrWhidD6OPsUHhWSKNPQIYAx3ZYdX5/+LARfKdlxyfrBeB1BcVewnYBwpQaVJm+ouRSZMNFuKi1t7dODedVGwZq8GUKwmkhtSvhzqSgZX9eM0HuieEixv79/MYISkDcSh5l8BFPcRiY8BwAvOCFam+wVr780QhcNgnSFTQn0qA1z3NfmiuSJpDxNvxvnBegHAIZ6YbYkHBi9lD7Un7TZnhI1ZLnNPXWGaJurR4dqXqQP3nouC9YoXEFxIJMZSHiQlcUR1VQAT9HPN9B7onhIs7+s9BjC+W4lD0efkn8be3A5g3XwnBCsbQDl1f5sAnCJToa8nBYxWvmXMeel+9V9+9HZNsHg+9ozM9v6L6nr9jhM3q81aOBSTnHRwaySh41BXC3DpEdZqAN0q+Saj8YPEkUSTAOb3W9N+oHtKsNjmSpVgAus0xAFlG4D4BiKJFADMc0KwyqdJsI5O0abuzYW+YITfr8kPf4vAtbK9ZVwUrFd4PuhY9vfF+mQeMu1uNWC0c7knfFRx1AH/ED9IVrsmWHPAdBCJsQBAr5I4EFAMRvt3jQcMdE8JFtt3JhScKZE4kOALYJOSSPYAWD736QerDsAJ6v56xcmPJ2Y8lAIm7O5foyYYwT/Wy1XBegNABH2EvdvU/R2Zl0MLYC8wqyU7NoqORDYJYCryAXzhmmB9AyC1mcjea4ENZDTlmQwxvX/WeMZA95RgsaGRAmZ3JHEgD0Cl7e8MBgKY9fSDlQ8gm7q/Q1MRLKWPGfYnHjUPzODM7G5C1wXrKy+gezOdoKb6gB29o04VheS2S+rNVLJdL3ZNOLotB8BLLgnWZwsA4QyR9JkBtJHR1LXBYLb86DED3XOex29BYPy6lGSUhN3y//LmHgArnn6wGqdJsE4DyCRPRn0lHkzYUfnFQcum7ULSPW9XBotvaJDVRB+HYr86esdQaRjk4o8d1EeJTTtoAHPupD9VCcDy2a4I1vsAsoxENl3q20BGSdgERui57kkD3WOex60ssVh5Y6x3NwwQiR7M9zPBmrpgHS8FV3R/9OxVODu8cmmwlqwSNzacBP9Efb6pKAXDdKG7EmOLwAimi9JurV/Od0Gw5i8FUE4k6goAtWSU+mNiaf+t8ayB7jHP4y+TDswVNbHXnAzgNLHaDeDtp39K+KzMYWky/cC135EdXkmzVxvvebs4WIt/AM4p6SQpoowdtaUCbMIM4h9PbaaMRgu8OdcFwZoFIGyDfKlh4AZib2cZmKDfPG6ge8zzOP/QcqOOhtjbBcB3g/yrrxc/9auE0yRYT3qVsL961ExVzf0i22OuDtbcNwGthj6RpshyUwWGVSdS0UU/YO1C5wdr9hfyoaiuEn8d24v1BVP0owcOdM95Hj9lgGnJIXaMqbweRNKXDuCFmXVYw+uwdpBJO2kGI/x6T9ar/2Kss1euD9b8LwGdij4pBYnML4UoLH8ftVAGAesWOz9YfF4uWE8kgwYg8Aixow8HE3rPMwe6xzyPBwVgSozETiOAIiWRnAbwxdMOVp77rXTnpnale+IhcOfkq6jvZ4HzZYdXbhCs/9m7z6c4yjiA487Ye3dGxzb2OtaxzvgHOOOM4zt9v/n+ICtrwBM8D45DDxAIRbr0GEwMBCGAaQiC0mIgxGA0YprG2I29v5Dd27t77oCA0TvPC58ZR8UEXeC+7j73lGPOA1bIv+LgN5tDTpP05sBFZ0Y/WFcA7eWabRIoeUMLtcUN6Lkfx+sLPW6u49tWgIme8E+Yp+5JsAfgzP98LWHBXB8/mC+z8ybL4RilyaIaTjFkXoNAyz8bbX/qW+W5/Icu/9yr2AjWBcBy+ZfsAj4P2Q//rP8gWBeqg+zOeuD98F51AjT/HL8v9Li5jidaAd5dMcs2Mzs0W8pG4Ir/areGvnSxrMh40xCH17n92fc+688teavXa0Vnqk1nacOQzOBI7aBrl5qgtzelGv5W9TS91JkJ2RsbxJYy6aFuxBCTpsTxX9utwbnJDVD4p3J79eWrmBKfWbIkRoL1MJAg/5KngcmQ/fBPPTvqwTob4Hl1yP2j9Fnur7J3xPULPW6u4/unrGL1aCG+0yHncfUJ8bwTIhusZ4ENMtNwR6GvHpuoKljXnZOHX79Ms2clLjNmdO6TbED/VAL21eNeKT6v52HzlIvF2wjgedEwezXQkS9z6AdGjuib9A6mul+UXn3xkX/lYMwE61rgfQlTummLIUcgCxgUv6HN5jlMUQ/WZUCV5vfOzCH31E6AP9fH9ws9bq7j+3aA8X2aqqgKeFazFefZ/2uM/o6jshf2iambNVmESBPpycZnlYRybsZSVSA2YxDYKj5jBBT7z5e25O0RkQaoENU/33H0je8SATKbv1bubl/Cvy9A7ATrLuDFmWet5W0P1itfFurtkJWJjgk4/u6oB+sCdV77652QnaqpiuuB7D/j/oUeN9fx9QRAZZGm+hx4R7OldQDnRDZY3wD9MoORBF4xJYYHK7tAhl4z/9ypQ2uBqAoa8dFrAwnrAgbsf1xFQI+YVun41CSL9MPrMjvjyPZ0T/fNba9X2/TVQGBzmRgK1k1Ag4QwNgE1w+KzvfGQQxZoBZAbcoDH8Y9EO1hnXqS+R/i0OgBv+bDGd38V/y/0uLmOr19lxondWUCZUz0G+uHIBmsb0C0zjNb5D7DPIzGtjLyuARe4ugY6+veIbAOavbK9GraIIn8ZsPabBpSP78WULqYeHfb2VPSsLM7yjVp53cD+qXXVMCLDHTAls3M8B563tb9p+XMA+qvK9+j7JN23rej6JTEVrCtnTi9pySQT3jTEtK8Q/YDYSj8YksNJ88B4IG/Ga8CJ0Q7WpUBVkWZbBmzVFOU1gGfZ//aFvv6Jb7/98uujK1hLvreKdShFC0rpVMdqtgCnRzZYWUCHzODMY6mYSqG1wFnuTPe+Bg3p3mGZ9i7UlIrIIEyKosgNuemyE6gV2yCmPf54uYZEsQ6YzBdHLiQZWsacd1hWzPJWan9LSksngL5D+bn6pQpTzfQbhrEVrMuA1aKaKqNsJJHClTKtbxzI8NoF6mcsXw7DmQebh8SvErgq2sG6C2jWbClrgO80xXcA73z8f32hPzmxVKd6Y/OXR1WwlvxYB2ys0BST6uBkWh5wVUSDtR1YKzOkQquYyuHdZP+DRZZYHgc9Vaa9D52icK7J3OoQeRE2joqPowwCr8UNMC6K0bXQOur7RDlep2vuMay+Kij78G/uJOMBqHtFWRb1pw7gml79HGPBOvtcYL8o0jait0hqHo1DIvmDUAc7rEwZTeDZIn7JhoRLL4PGUhHj/VrDHv+7JtrBOk9dmrATKEzXFE8DNev/py/0J57C5v5h/dEUrCXfugOLcZQxpc1OzdYNXBHRYL1NIDqqF/1pqYXKwJvjxWJpgKo+mdYDlEqQkbDXIZLcDbsN8akFPP5hsnHYKooR/8rrg+BO3wekyOxG66B+Svsb3h5HmUSt/JxZCYuxYJ15H2Fbjg5PwH5D8iehyfp2tDs7yEu1htS7gLoC8dn+7nuGhDm41B5dbHCPjYokAZdHOVgnHA8Uq1snVWrhwXrhf/pC/7GVAM/vR1WwnlgaHqypeigM3Eq8CVwc0WCtAFwywzoYFNN2aBaTN9E/UG6U+G8G0nQony12mSvEtgrGX/QHrhPGm1YPvrtxIOdlw/esku0VUyXu9FrAIbNL+Uj9Qs3vjWfLAMp+Wx8cdfAd0Zk3vY1JrAXrktsh9ARuxyfwzpBZ6kQKa1Nd1BdJbSE5fSKjG8nrhq2GmCrcZBdLmJQMe+8Hx2bqtks/cGmUg3UpUJ+i2fqBdfESrI9fAHC37WjLA/K+OrqD9ca4OqU7QTcX2kcyWCmeWTOx2t+kLBgTU3oXpAfe60sIBOt1CeXY64KOFYZYjHfgxVooNH+rkYmfdbTzaLW/hrJifINjJ7gkraXp0xUyg9OtDOHOL23M5Zt8pQwYlugAXdPbIMdasM68GstmCfjUQ9Wo7690NidSPSJivAkbDMcOOFTQivt5mebdDGzOl1DeHOjUZFpPBu6WfuD8KAfrMqBEXSTr2RMvwfoqE8h7Zf2S9U8WAq3rj+pgafuBQ5ptao055y+SwdKWAgcl3Juw2z9OvtoXp2pI9sXD5Z+j1QPUispI7cCkj/ki6K2DFX32L0tBsUckFdimvEjBneQB2DCjoOU6vJuuLVDxZgDPS18rR0MOBM6QirVgnXkuFnUsMSE7pyJ4rwXrDBEpbcX1/C6djiEpdtM6LJKcCxmwV2zKYpz6g2LapqO7gVuiHKwHgV7NttINOR/ES7AmAHynK/0A8MrRHSxrEEuzWfMwL41osOqAD2a7wyoR0ybY5R9pd4nlA8h0+IfmmRLVwTXYXvQlzcNSQ+rhgIi8TlCO1/rchU4JaMHP86yEqQXatAV6PwOg+rePg73a4QZwTZ+UE3PBOuk8gNeADAnIn0oXW0oX5Npf72qqyljTI5K/HzaJ0QvPTblY65UQfTXWPa3J+AzLyVEO1nnqg8II0P1GnATr4zwg8XvfzCQX8OvRHawPAXeKuqLhzogGa/Osq27fg0RDpu2HBH+cEsWSBZ2BASqconobv5o++1c0izzlG1svxtQ10byhpdieFbF5SB37ClhaOstikxJtQdJ2ewCqfpqxdLBqejJDzAXrpAsAxg4CZTKrbYUTdpCMreBrvxTkUFb7rIecg9IAhyREaXtwd62h/ugFS502qk5D6QUmtTgJ1rco/+mvAi8c3cHSlqpzutcBt0U0WCXAHgnXArQYIstrIFVMB6BRLN8E/uoQ4BBVQSu4Ozrxj7u/BS+LjMEhuzqsC56TkAv9oZGE+l0fLAO2zPLf85a2ELWvYWr7XvmR+AhTs/mhmAvWbQAlQw7AI7My0gvE5v0IBg0xbfFQ46aw2FpekL1ixqw1l1Mk8FQO50Q3WHcfrz4ENgMvxkuwfgJ4aYlPG/DuUR6sceCA+n09N6LB2gqMSLiKPKB18rngqr+X4TmxPAvdYqmDTgm1ctPKfHF8blfQqIe3rRS95vuNNIXOXl8WtqloR5rI8LvwiYRqAA5p80v5zoqTW3l38OskXdn4KsaCdcJNACWlItXAkMwnq/65UbHk7wB78nsqlDhEkfwuZDvFNvURcNsJUQ3WNahjjlVAVrwE6wmAV+2fr7XAS0d5sD4HNmm27cCpEQ3Wm7NuiJX8GgHL/fc/lWI5AG1i8gKVMpud9m/b5xv8fdE3DbUJagpCX1ZvSdBTkLfCnlMx7pAQqxd2BsUbb5YB5LwSslGfeoZUjAXr5OOBRrNBXYBX5mMc7BNbSiF8btgLLauzROEYV/cvNVqA4y+LarAuC5l45QZej5dgra8Hur70jTXowA9HebDWqRdQDnBKJIP1MjApM/S4w4LVC0liSYAOMaXOub1ylv2C+caXnm1QqLz1qKxx65egTnhTTJ/auz0oBhe0HdbrlQD6C8Fnv49/ywwdbY+tYF11OtBaLtMSgXIJMPr6HHJ423I+GRLL40vZOCxBRhvoaRJwCDj9lmgG6y51wcbjgEuLl2AteQegcr350/US4PnyKA/WCPCa5lcPXBXJYH03xyHpCYnY3hbTWKAur8OAmD4HsmQ2G2DAKyKfwKQ9FO+wfn2D+JQWiUgzdOdLQJl/j4fV0F4qITqABG0e26sA9D9/Dj4O5nrC7rhiKlhn3g5kT4mpNfTd2jerasabm3Z6ZW6G1580YwO8LIrc0Pr1dQNnXRLFYF2r3hFnAWvjJ1g/uQH91++nF9J7gLaje+Kopi3PhPY0zdYOHBvJYC33wIRDZhoa2X/o2e0fga8iSYHnt/RCPA57JWBGiswipQ5KDN8U06ftWVROkd2wSkzO3dXUijRBZ/D3Gzpd6TIt+bmZCV0DfDjP4+DLZeFjVb/kAGTmKqPtsRSsEy4AXJ8Gk1wrAen9Lkw5u3d94DVkHgUDjImiMmyH+IMDwLlnRC9YFwMt6kyd3PgJ1pI/MWUPZAPkPHG0B2tqqfoGSwlwTiSD9WEhrC2QOaR3QY+YnoOx4CyfHt+TG/2GKIwisXwGPGs+qmRCrT3VdEpkq++Zz/g0EcgSWQ4cEEvxy+KAulGZllUNTRIiXwfduZDZDI3B78f638oA8r5QHwdjKVh3AvTmi2U8bHqJo6e3Dosnp2T1znQ5rKkmLTxYFaJIyAYeil6wzlU3HXkW2BFHwfq4hIClvxzlawnNz6qu890NXBbJYFXUQWH6nMEqg33+O4AvgkduNVgzgSBLVAf0VLMue4GPSn2zsLIdInKwHrZbj4T9YqS9A1jJy++Ezj6ZVutaIw77KNF9a+wNlBVOoF47nA+fAvAMBh8Hv38OU2Po5KsYCtb5pwMl+UpjiiVU2siOiaX41Fc2ZTkLZGEqgQ9mbAbIlVEL1kXqBrHvARviKFjT/yvsxKI/9+VRtb3MrMHaV6POudsAXBfJYL0xYdVjDk4XpIipJvhm4ghs7CkqATodoqph4wrxfu4CVtll67AXTptpWw2t28YyMOUaYn2AZUMie3LIEclGHxEjtQYYlFDLgXbtML6rAyj7Yn3wcXAtgF4Z9jgYO8E67WagNV09x2yPzJCcvnNdrhufvLX9vQkr+xYWrB5RJXcDp14TrWCdDryt2Q4Bq+MpWNMbNvz2UkZX66+vfHx07YcVHiy7IOrM0dXAbZEMltYPfCNzSHejJ4upPficNupS1t+oCiF7bTVA5ZCIt6UeOtZtWv3FMje0bXO0EJA7KtNScoCcZe3AZyJVQGIhQE6ahPoU+ESbk3OdDrDxW+UYLx1g6R9mwVQxE6wTbgSyV4rfViBLZufoGTn0Wo4HHz2xed1IRUqpzK3EDpbCuRHzAOgoBet4dSLDJPBefAXrqNwiWQ2Wqi38dvrhiAbrM6BpzmAVMiCWCeVUl0l8GgskRDe2znSR0VZC7dqDLXN/qVhWYSvsEenFpqdKmF6gV5tL+VuZAG3Bb8X3L+kArT8tmSFWgnXL8aF7jL45zzlf+d6KA73jLmz6mvak3buyalPmDNaUhEoFuPaE6AWrQt0fuWExWPFwHbMG6yVgi2ZrAC6OaLCeBSZl7o3z3hLLJ+iPi618AFP2cgm1LRNLa4+IbCHMoJaNqTq3R2zGW8rpO85OLPXbJNwgsEubw/LNAO4dyuNgHUB10mwbi8ZIsE67FXhpSAI2AU/LfBxFqQ1vjQ9UE1DYsXXV8hRjZrBqxaYm8fiToxMsgHLNNgisWgxWPFzHrMGqBL5R53VeENFgbQHaZe7DHw6I5T3WjgbLpAPZeyWMYwxTd5pMGyHMWzIJ6G3bkyWgbwemz/Ot/UpdAO/WGhImvxv07drstiUClH21PrhTXyGAa/bHwRgJ1k1AZkXYSsoXZUEc3n1bGnZ3uAnISEqYP1h9E8BFZ0QtWG+ogw67FoMVD9cxa7BK1Dksu4DjIhqsx4E8h8zh08lhsZTnPi9By/s399fKDI6Gytfe2pkf2NShZHBy/5urV7/33nvPwZsyvHfryxUSKvWttqQEO1GjCS9mlRsygzcHumafhuVcnRf2XuDXuagfCRcbwTr7LOA9CTLGgCb5OwzvytSGsaTumrqBnPa3SucNluwrA244ZTFYi8GKbLDOi2iwtHqgQuZiiC1fVMaQIbMxDLE9D2Mhq0O2zflvmE959lz7je77BFP398Ft8tsxvWR/ZIbYCNZNQM2oBBgtHqBXjkB+36jXW2pIeLBelxlWWQ+Fi4+Ei8GK4CNh5IOVC2TJvy4lJFifQIUcqS3qVGnVyg6A7N+Dj4NPupTdGmYTE8E65aKwk+lHsgE+l1ClTasccgTUaQ2q5BLroTAawVocdI/L61jAoHvkg7UB2CT/OmONGqxlrDHkSDUB+7WZtmwEWPNkcEbfYB5A4mHWDsZEsM4HuoYloLYL05iEMCbxfCp/lzpxdEW5hNiXB9xzQhSCtTitIS6vYwHTGiIfrL1Av/z7PlGnJ2zSm+SI9QMtWrj0Bg9A1ZfBL+cEgP7Cj0vmFhPBug3YIAFFOViWiSq/F0gsFZ8G17qFFV9dmvN+9aFhUb0MnH5pFIIV5xNHF4M158TRyAfr+Wrr2M1/XVqqIQHD+5LliA0AO7UwzslsgLZgnX7KUXZrmEssBOukq4Hnxa+0A59mUe3NA2gQS0Im7mJZCHXxc189laOiKJ0ALoxOsLLidmnOYrBURaFLcyL3LqG6mjBvn8QuDch2aqGmugFcO9YHF3i5ATrn2Vk0FoL16PHK2diSPAhwcfh9bqpO/bZOBpwyrXYNkFMgPi/mfGPI4eQCRdavhI6QYtV6gHMiH6x4Xvy8GKzDLH4ei3ywUnKBTyV27QQ6tFDFrQCu4CmDPw/qAK3zzWaIhWCdAyQZYntPB268NGxfsqlOGDF2+c6H9K5Fb4fd+b7o5JGxQg7DCOyH1ddubcCs+AS4/oyIByt8e5nXFoMVD9cxW7BqQ7eXiXywtF5gg8SuXuAzTZWya2nY0psnGgH0pHmPdY6FYN2jzrnaA3DvSdeE7jed1klmk0jpu+gfSN9rcGi6PZ4RmeatAbodYhnOLVwuoeyJtmmBzz7okKD0RODOiAcrjjfwWwzWPBv4RTxY3wE1ErOMSuBZTZG+OhvgqR/Vrfrs+Q3ziYVgnafszDD0LvDAmcdcBeSK3+gE7Dc7kwXNjjHoHpKVhWRovnskF+zypekzqPFKGMdzkJkW/OK9bEjQe8BZp0U6WHG8RfJisDRF+A10fRSCVeQBfVRilTcR3Oo896J3APRfPw4MX/2hAwwsZDO1WAjWWUCa+JS74NTLp8e1gNcMpSrNDjHlkpkE7Ski0gD9ydICE4/Xs6ZCpu3VgXfyRRV6ak7FGnDtkaC+TuCmSAcrfg+hWLIYrHkOoYh4sLQaIFVi1eseaCxXbkEnAFw/BIfbm6sB2he0mVoMBOs0IM/fpqftxaL3H6+eFbSlum1ULLUuwNUj0xzjePZWdFL9uDzrq9vrZXQlwgFRhZ5LaKyzz9kOWAXcfEaEgxW/x3wtiZNg/fhDblvbS79/+y8f8xWVYG0AtkqsagAGtaC1mBr/+PJndfZVZtLCNlOLgWBdBVSJbat9tvfdp8O7yeJX4A+asRXKssRS1Ele+3S0RBzNsMpIr0I/UFTGRx+IIvTkZ0luxL5dsxW0AldEOlhxe5DqkrgI1vrfCrF4kr7/Vw9SjUqwtgGbhyVGvRb2447NXZX0zPRX/9s6AP2HhfUqFoJ1i/qG4Ebg8ukPXnIqdAzLTOlumvz12gswaGbN6SajpxLGDHlxxikifTXqttc7s8HzvgQ1AbdHPlh5b8flUfVL4iJYf3jwe/XHfxasLnXe6KaoBOvxHMheIbGptDrsxBxUnZVdAAMLXYwTC8G6Qlnn7AWOP8ncv+FUaOyTWZQvFz/jHf9JHfK+Bxfkloo43oJeQxQFrbD0YMibFm6nBHitBToRDxYt6sl1428sBit2ruPLeoJe/fifBOtDwJ2i2fqjEqyUSmCvzC/5/eZltRKUPrih1M5Kbb5YileKzXAuf7s08DuLlqdmJWTtLBBL7e7K5m0OWYjtQJ2mAPAQonXBw1exEKy7CB4jWAyc699wprVA5pG+tmynWJKTgI/SZZqWQdnzohitsw708Bsk7KFwGXB95IP1pmZb6TYfEBeDFTvXsQMo/POHtVh++CfB+gbYrNmcm6MSLK0B6JZ5LW8EPDvFr6ADXrOaZHzCfjHtQ/cVK/nTGsC9X5OCA725H+mY7JsIxzpMlaWyAPuBQ+HB+vqrZU/V45e78NlXsRCsB4FPlRHwe6xDVS+yZr/PZ3hUbAfr6bIztcdNzmjY+6oDXvFrxtQiAc/rQOSDVaIu3vDsWQxW7FxHDvDb9GzrdzEN/PgPgrUf+FyzTdVHJ1grgUyvHJ5xwI2ppkBszwZeCN4Bsq3fP2IfR1/6lgdLkmMHql0i0pCJZash8yptBL4LD5Y5bPjEK8saPQDv/J3hqxgI1r3A28rNzmVWsB6w38xTFLyfJnPb0njAEEv+BthvSEBKRsjn6sf0kSZ+o2ujEqz6kAeFdYvBipnr+FkH/Xvz0TAD0zNHHqw3xtWH/y16dIKltQMH5PAaPPgk+AvWCrDREJHHddgu0zb4xpOH3sHmKmpDtVrkdR2f7JUyr1oP1FXMCJbt60b7y71g/32wTjk3ePCiYwKwDt8641bo1EQ1NE6rJgsx1EGJEqyD9SGH45ZgecshfsuiEiyK1V3dKheDFTPX8SWwdIlpGaaXjjxYU/XqbsBvEqVg9Sqr2+awvRqYmAQa/C0B7EVrqcAe+6VQKSIv6kDdRBnwzQ4UOU5xJIE+9kFCIYzJvFYDzdrMYNme+v8F67Trg+/heQfgrDOtYN0Ma1JEkX8I2B34uw+GZG7pq8rVvyuEmj7xq8SSnSB+LdEJ1ip1dk6hczFYsXIdTwCFviUimDKOIFjqEJZTs3VHK1jL3VBYLocxvBm6GowiYJX4bAC3C1J9K0hYaY+XtOVLaSHUvG1Yo78JPb0N72ethtZPs4r35Yssz4RNhsgBcCfLPPIHgKfjKlhnXhR8YNuXCbef5M/Y0oOieFkH2CmW/N3maOECOV3qFAkjF3gMyPCKrTY6wWrWbCkfAd8tBitWruPjasC6oJ8xVR95sCbVRVhpedEKlvO5+Q5tSVlDYbEhtaCvDC4AaTL/sO+wvDLtHXjOIQnQuUKmdfhHaxKCC08moW5IRNKXmpGbx0rAXR5XwbrkdGi345MFXBC47+pKl6DteaxpgPYCKzovA+vEdrC39vDBylYnoeZ3mzu5nw6M5YvPsB6VYLUWabYdwNbFYMXMdbRag+5mujDpRxyslAx1I6EtRCtYWgNQZcjcjJefqxCR94Kzhcpd5Dg+gWW+TQGyxQ7WuEN2Q6+YqqBITKsgSSxDLnjRH7wRmcdu4FctroJ1FcF4rwLu8AXraihUglUxQOYW2QCHZFpLJqDbmSpoJzFN/AyZIU2Htnx1ZeHpd18JeLaJrS4qwfJkqX1qLF8MVqxcx+/ARnPU/SdMS484WFkhD/u7oxesx6uBWjkMo1RE0uugSXy+gU3yF3t3+lxVeQdwPDM1FGQRRJyx49JBUdE62uLYVmf6BzjTmU7fte+ffn8kR67hGhNithvIws3e7CQhEEOIWSiQEEI2QgIBwh4gCUtCQMMmCG6F2r5o7rnn3HtuDIuIN+Hi54WCUeQo58tznvuc5znhvvkSoNr8CH1Lqi3FfJRJpihSXLrgqOj2QdywObeyWW5vbyloXwZWsOYBvZadc+Z7diHN9QYrbQ1U2SSxmPgSkaw44gahZbseoJ3ALjFcaDwkY2UCKT5vFk5/ZuojQMhecSvwS7DoUobWekiK+DlYk+U6rmcABaNv497EZcU9B+sa0KsMkZv8Fyy1Cxixye0lHoRcu7gdIzpf0t2rhwYgxAxWim3pYXMH4FBz1HAM2kV3AlaEm3fNWbm9ZUBxZmAF6znLXHo28Lo7WL+zLkfv7oWRcBHJ0tiU1taJ9pkMuteB2NrBAUam0h3EZsoYJUC2mLYXwuw5Qb+fDlwzQ+mfYBUqUy8w+HOwJs117ALY+J9dSbhcvtdgZRZat37KSvJjsA5p+sLp29m9vBBwttSIrpPj3aLcr9lWwjZxWQJLxNYIX4iL0/yovtczV38Ujnkmg4/J7a0AmlRgBetlvKPUYuAFT7CiPcFapbHJvSL3KJytM0dbjiMihxwkL3NQmCijIuuAJTJGls92y3u3wa9GP4l8E++DYpl/gsVKZagBqmN+DtZkuY6r2/Aq/epeg/WlBsme77fjx2BFfnin077CszHoxcqDiyISBxUizbAtKioq8mQxhInshIJwEUmF2jQzTos9b7adEZfuljsGqwRwnA6wYL1qWcqWAcxyr856G5yeYFVRlye6xEKA/eEikl5Erb1iNdErpRmO2URyWtBiYY/4SjCeGb1LJ96Ypb+t6FnsMOCHYG2y/mYTtRoY+DlYk+Y6Pq/FFP3JPb+as866Xb99G7DJX8FSZUB1jtxaTC46I0I9kCAihXq/roEWF11UpAH7RdZC0YCIpEFLtznxO+TJVIS4JCbDRbkd2yCQogIsWI94j8wJB5jiCVaSJ1jblw2LoQdI6TbXkazbhrZeZPsmtCwJPwY7KuKpTRQfF4AR6+e7vDZjdKXXn7wv7Cz2Q7D6gY151o+/Czp+DtakuY73t2jozn1wz7s1tDqtZ6gOAXT5LVh55+6wsiGtGCiKB8hyz0rliUgjNItk49UuEpkE2uXWmHRotJn7B6SL77fykmCV3M5wKMR/GWjBegMwcqSAXwXppsyFokgZxwhb0kSXcxDgYqqIlMSzZu9a/T2pfjhqE6saYNBnGenCGb4LVvf5IVgloeBYrAxD0RB95OdgTaLr+Pboxxs2ZF++eu/7YXUBhXbrZ4RblvstWOqy8Z7gLV2o3784r7XX3bW0OggXPVXrRDbh1S8ilwC03CTzYAVVD22ecVWruBy64xH5XUBLXoAFayrgCBddObDAG6z4cYOVk54mhtZ42NBtbvzXWER9q8j2FrR0sVoFNPksI/3dVN9p/ff8ECz7x8BOZYjaAgz+HKwH+zqMYFmn3Ncqw8lSoNKPwWoLAdbLnZx0/10JECciajXUiYTgtd69j4NhibkLHeWeYOWbDzi0ym0kOoFVKsCC9QJQZ5mje8obLC1S7mB9Uovdu+6BoggZVeFgY5pYlGFdMBIZD3Mf9X3ozPNDsNQAkPSeddo9+r1bBOubGx9c+eDGVwF7owfKdfgGaz3WKfdKXF/zY7BUE1C/Xe6gHNgjEgZJ646NFAJOm8RBQ23KpeaLcUbzTuXi1uu5aSLFJa3QzFQxaLvv9BphSGSgBWu+5Uz6fcD059yTWHcVrNRhT5kigH7RDUKVWPT7/M4zrFfRHayiSD8GKyrUuklDVD3QNG6wrt6MxSX5660BeqMHynX4BKuj0GfQvAk4oPwZrPzVQLNNbi8BtDbJicbrfLi5AWBiKVSaJ0fE5RbBTnHJB6I8665XmnttrpHb0CfVKlWABeu5mZbt+9JxeVL/nPApIE9M4Yl7d8vt7XfuDxfd3mK0VvFqBvaIqQR4xFg44Ywy18L7IViqHViTaf1UJ6RtnGB9Xoop+9PAvNED5Tp8gnUCcJ62rnnniF+DpdqB2Dy5LVsY1CsZwqIkDThk7l5V6frzYcgdivkMRjx3ZozodsBi85P19tvekEBheYAF67lgoKhE3HLqcXlklhGsYTEs3Zlcuin77J7WcLmlpVHeQ3YgTLyafGYHjwBPG2vp42L8Gaz0XNDOKEN+HdD1/WC9X4uH43Jg3uiBch3WYOW1WH/mHb3AYeXfYJUXAutsMq5w0e2Lhl02OYBFxHkgwTyv5YxxyzTr98qg52P0RNE1uTu19CA49smttWrAKhVYwXo8GIg+YxNDTHunXqxH3aerlospZqQal6TD7T15221yBwdC14tXGBAhlprxruttxdegwa/BUjuB4g7rAXbRbWODtXUFutIVscC5TwPyRg+U67AGqxIITbd+CqwN+DlYaj2gHZHxJBaUeNY2ROgjKSC08WxTJ9QMAxFmsC6InCqC5ByRCLgkLnuAHPHs25AqElFk7lkwvqXZwJqowArWizOB0MViMdwI8LI7WPniYYtZ1RiPzlncW3ZEye2En7c2LRvIEtMA8FKQex1WvfLjHJZSWQBfKEPmOeCYfUywPkFX8M0/rkcDVwLyRg+U67AEKzMEGLErw05gU56/g2U/iPXoc6suiu1ia90IHLbpa6hyz7ba3AG6mA8kmAdMJcjSRnD0uOe7ujw3jU10e+OJzrLl15tTOalRaTKOzwDnlyqggvXYQqBhpfjYXQDM/LU5wrLand6/o9iJ2+oda4cit9vkLhwG9vksclhkHHNh7kM67J9gqQLgcKQyVGoQF+EbrK3/xOVfrun2XiAsIG/0QLkOb7Dsl4HcNmVYqQEnlL+DpYYygEsyjuPQUhbWAORWiKQDy23mFElvphmstDo4IulF0LhURL6EKjNYTjFsgZAl9UB0on4ysdOyOabP+yTsiAmsYL0KJF2QMezFwBPWYFltz/ui/cMk3JyFS7oOleTIHawB2nwWOfzGdVRrsHdbv3w/BavHAY7lyjC8CTho9wnW+6sBim64vv0fICUgb/RAuQ5vsFaeAy4qQ8c6ICTK/8FSl7nFsfUjmFa5KxUXLrpT0JgIHDEXLQzLWXC0GadU9JuPhKViuKABmEuFyqMhQcYKHwEyTqmACtY8gH6bjJXuAF43gjWu7oplBxo7HbhppbvWHio/f+vRVjIw7LPI4XnX8yiQYhNdm5+C1bEEqIu0HlBIpU+wPsFljT519V/g44C80QPlOjzB6mgEak8qQ48TWK8mIFh5xUDtefmeCxjOpopIZBwt4hYDjbZ6NP1mszWy2iaFsE5caswN4PtgnRhyNqHbuNf4cccJ1qEkoFkFVLCmPoFlI1CrMOCRuXqwbi01MX9Z16ZoDFpoccGB9X354/14qwG7mKqMg3let+zDVeGnYKk+M1E6ewpQ2moN1n/AM676DlgSkDd6oFyHJ1g16IUybQE25k1EsFREKJASLmMtXYdL9Fr9S6nraBI3WwZhUklIorgs1zaLrCDjpDnBvlxc8uKpFFNJBkBnvrgMgSNSxohqADZEBlawpgEZrTKO/AYInglkyp3YMvvKwlZ0OjA5QnrXDp23iZUTyBHTAWCasWJ1UNzS/RUstQ5IPqUM+2KBHXZLsL7DZdc/XP4F/Dcgb/RAuQ4zWKdKgQ3KdAZgmZqQYNnbATbbZKy0Ag0te5/xhciwk2L4bKRccvYbh6WHl3SL7HEY38vEOWyMqorPi8dQKXz4npiv6hwVGWce2rlSBVawngAGbeNWqBe3TLkr4YnlPWuPrYnGtHrJkHjZAGw+xxLOG7MP1xG/BSurATigTFWAVjP+COu6A7gekDd6oFyHGaxeIPSIMuQXA8c7/B0s67A9/jP5vsTyNLk7UTZxSx82/9lusQhvy7eJofxCt/iyXQIcZSqwgvUOEJ8nVraS5po0veCWYN092/l9PZuPLdmyac3GxirxygGixcM8+tC6D1eE34KlmgBtSBliWoDk095g3dDMLeS+2gisCcwbPVCuwwjWeoAqZboE5CaoCQqWOlUHZJTIhPlCA9ZFBViwfgNki4RXiEf+OVhT4T6YQzcs9yB1d06OTSzswGrxKAT+auzDlSVuCf4LVmY9sCVSGfr0KYcOT7C+qcel9+q3/wIcVwLzRg+U63AHKz3E5zDCldHAsY4JC5bqywBCWmUCJI4UrhrKBWrLVWAFa8oTwCGxDZLne8JpdKuIrBsvWLaywj65B5lAqXjUA48Z+3CV+3+EpWocQLsy9QN0DXgWjt7EIuXBe5dw67+/+ub99z///PPr17+98cmVKx988MFHH300+scrV258e/369dGvvP/NV1c/nezXcffBqmgBzmUpQ94K4Fy+mrhgqfVJQF2M+F8zOGKB6iEVYMFyHZ8aGiNDGlkitizzfH+gsVukbLxgJcSzzS4/3Clgo3jkAjNGixkMdE9AsKIKgNx9nu8eBDLCPMH6JhaPwq8ejJHJ1es3rnzw3+9uZm9Y8eHG2tL66oY4Z5HGeBxF0bmh50K2Ff/rw39+vCTs648+uPLt+59Okuu4p2B17gDotyvDZg2oVBMZLLv+cyjME78LQ1c0oAItWC8CK8J3fwjpYmvXd/48i05LNx/RyBOLk/XATpu4lfSEy11aCTSKKRXAtdAdqBZDnx+DpU41AFvylOH0NiBeD5bu2224aR9/NXkfpRq+/fz6lcv/u5n9r+TQeH4sZ3XtinVHv/7oxvX3//OgBUvTgF5lWpkEFERNaLBUxyBAbZT421lctCoVcMH6BbBLIjTIl/JQ8tybRbMAqBJp/X6wcjZCNFqE6PblUiZ3acjnDIq9wOzRn8CvgQ/FkOXPYKm1gNalTHs0wLK9zDdhIQ6HFnf4g08n49xPfsSy9gzQquM07r/4jAZg4/plRzLVOCZjsFwK31OGvIPGJjMTGiwVdQCgtET8rB2Xpo7AC9ZzwDXphfilsh8tT+SUBnOnAQdFyo1g+a71H9mXRKGSUeXJ1s9B+gqrUuXWEnxerxoGFgbN+cNs4IAYSvwarMgUQFusTJc1mORbJNvzT/edqbqWXRfNHQUHT5/9qzcWvv3UqCdGPTLqCZfR78/93cI3Zk+fGRzMHeUWLrnYvyz9VJ7ymqTByu1TpkFAK1MTHSwVtQsgtk/8qxlgJEYFXrDmA027nVAn3bn6RnongJeeBapF0r8XrPXxFKdJE+x3H04PtJg7wcfijBBD/pBtvNNnm8Xapqeen41LvxjK/RosdToOKD7pCdiSyRyskwk17bsObsvlNmb+au7TL/1h0cvPPz7vhV/+9ffPzHls1oxHx/2sZeqMWY/Neeadv/7yhdcff/7lRX949Y8LZt+uXo7VazaEbV52JFKNmqTBiq9Upj3xQHbkxAdLRQ0COCvDxZ/6gSVRKgCD9ThwLB0YkQj3vlTtmPZKGeCzRfJKjfqT+gETZEnOEti109wNNqYYCEkT3XtFrB1brEpgrZiygGB0uRViiCzya7BUjT7REaMMmRsBPpxcwbLnV+xpPraxgfEFz17wxB9f/c3j0+a9MCPoR5oy58VfPP7cW6888tTCW9VLq99wrSzidPnkCtbnuQAXO5RhXzLQ+Z6aBMFSMZc0QBvMET8qA5pUIAZrHlBwBuiXs9CpRI5hSt9bB1jfUYqqhQt6uGBT2llo2Z5YTWiJiHRvgXPQZDMP/jqXP85zdaWYIjB07s+yeY/+8m+wYkbweTl0ZQhQdGXSBKvky/6dB8d//Jv+9pOLnp8275fvPDY16P6bMeedF37x+JsvPblg3HDl1qYcONFzctIEawlASpQyRB53f0I2KYKl7JVxAMVtNvGbSuBaQAbrmenQ2QgsDz8Ixdv1YEXH4lIdDWA9l3AndInuEhRCcZTI4iQ2dsvSEShQhTizZNRlgC3h4mM/sFxMh9Al14SL1+6D/gyW+VK9c0CZEhqAhisTHqyoU31l+zfFjdOp15565a35r/9yRpCfTHnsxWmj4Xr7T+OUq7qgaXn6yY6JDtbWmwArypUh5ihAk5okwVLqs1iA1WWp4i/rgbMBGaypc4HVQE9iCKwIF2mHQ/YqPKxH1V8je7foEvU7/ZSIhB+FzVKlUZsofUkUd4vsK6JuhV4nqzDgkM9/UmiJFB/5q/0bLJUVC8RWKNOJaCD024kMVn5P2a6W1RpjBC945a3Hn31mxpSgifDorHfmzV/05ELGKko+eHRVROREButoPLCtTZnKkoCDkZMnWOp0Cy7HS+QnEt7lXKHGBGt/QAYr6GXceqKioUDfU7U0UWQnbk+/BtFR3pctw8XQpxG3WFz2JpM7CMn57tct222JxTiOxIRSnylWvcARMV0ESEmTMQb8HCxVo+nDdWWqdADVNyYkWDGnIjbvCtHwNfO1J16a/+vHgiaFR3//+vOvPvVGML6K1gxWZp20T0Swtn4HUJqlTF9o7gUOkyhYqvwALrntafKTKImHpocjWHOC0a0fBrJF5Hz9WZtIPy4L5s8yz7QZy3a2aL1NdD3xgCNLRqV10nBqEPbbZBVk28SiwHpCbVoxsE3JWIv9HSx1EZ+XCu3tGnDuW38Hy551IuxwtYaP6aOp0gdVk8uUWe/84s135wbjw5G84eLAKb8H639OIGNImfrqAUeCmlTBUmqgDpfq5dvlJ1CiwfFu30PWBwMzWOYQa8mwufNnyXYR23Hg+VnuQ7hyY2Q8nhqlDoJzQHQJSdRDy3b3cR0D4pW6AbQ860KR0BKZBMGKXAdw01OsjioNWP2J/4IV03aofUMuPn419903502SUdWtTPn9tJefXDAdH50712ad9F+wPj0KEOvt06lkIPqEmmzBUq3rNFw2DiyV+y6xE+KiHo5gzXgEl/gLRdDi81LfY66vLtQXO9ze3hDaU0UXHgZoeonKiyg9Lx7dLZbZMJULNNsmQ7DcB9lp3v+9HWcBGj7xT7Daas4ersYqeO5vR58AHw16MEx95tk3X/k7VvGlKV09ef4J1s14ILrH+2Mddy9wmHzBUvYv16ArHUiU+8xWAOx5KB4JR3/JvToToDMXMvJEdzIZeCXICNbq83cMfIX3m/WwWXSVmvU0ybRaS/qagdLdMimCpdqKAS53KENMlwbE/fenDlbk6TMHSjUsZs99df4LD0qqrGbNe/OVBTOxKDrc9GWb/ScO1tUlAPWHlCnzOO7//pMwWEqVN+cayarKk/vpfHM9cNl3HdbFQA1W0JS/vhmMW5e4VJQC01/Qg/UaVNvFh30oXG5tj7MgR3Q5KyDBW7IQqFfeeFEjozLX7qq0TXCw1JEMwLlWmTr0YiV9vfUnDFb+wDHfZQuzn3zz2QdmXDX+WOv1tx7xida5DZcPRf6Ewbr6T4CGBGXKywZIyZykwRq91EvV6LSCC3ttcl/kpK+Lx6VYPNYC7QEbrFGLMJxJTMvfnwQw3/1b598h1jdYKpn9qXJr3m37TjrZJabzod7zBxOAwjSR7U0acGaig6USqgHKOpTBvrYI0G5++pMEy/5eT1Ohhtf0ub+d9kxQQHj0hfl/8RlqORur+jJ/mmB9vhFgW5+3VykAxzPVpA2WUhVnk3ArPTaUIz/ae1UbHbjF7xZTP7A5kIM19UnctOQ6Jy6LpriD9YY5LjLtzoa4LDEMr5TbOPNhupiior3nDx51D+a6CzBWmE5wsNSXGhC3duzq5I+v3v9g9fWnhOAV/MTL8+Y8yAOr75v6+8dfWohXfO3OE+/d/2BdTwaoW+nt1Q6A4lNqMgdLqbauOgzOXQOR3XLP9lZUFWJwABViagbKAjlYQVMXBWMx801Xr4yD5EMSxcu2H6DWPPk0mvU2uSt5GmxJFRdbNVAitkvokvInPFiqJsMcY5kJOwdQ+/n9DJa9bdmxZLx+9cjLz04NCkyzpv1h7nQ8tOKuhPL7GqyPGgAOto0ZX9W1qUkeLKXyT2zSMMS17O/JtMkPltq6fOc2DcOm9b3AZ2KqAk4EdLCCpvz61dme3UbenmfdkTTZGqzPNOp2wGYx3xmMNXNja1qXKLfWChR4t5aJDpfWXCAYWD/xwbIvB4huVh4JyQAhn9y3YJ1em3IOr7lvPTvJly38WI8+M+23C/Fw1O6qyb9fwfr0f0kAKd4IZmYD1O1Tkz9Yo1ZeXKPhkVuw+UK5Wnq3h1MN9zQXxOERMpKg1GZg0GcDv5rADpbusUULZs9+7elpU7x/ZTbU7RWPlRnknkpLJqPEM9o6vNTdq2YIS5Vb6gN6vad5HXc/GD41H0jxruuq8XuwTCcyAC7HKFPbcQDtu0/vQ7AyEy7X4THz7d++PiPo4TDnuT//PRhT/IbN+6LuQ7C+WQHguBapTPmHcb+g82AEy/VL4lIIFlrs8R0HKiP2ZebILdgSW7N6mnceLC3Cy5l9Rn/cPmQuo9StA5Y9BMEafTScM8fnVpozGwq3i0mV4lguckhjRapIgkbhFihzVygXoo+IoTVsaJwzuke8c+4jkhMHzHsMyLCJSPj+8yLSPGHBsp8AiB+0K1P+OgDHx1d/ZLAivzxqmWOf/vT8vwXWnNWdzHrxN0/gEXe8/ciPDda3tehzjh3K1Obu1T71wARrlP1IVUqnxljOzuKDvWermjevLXNZ299cdW3XwcJzSYxRVBhWk2mO33OhdK8YtgCHHopgjbebw0ZP87dvgK5U9/LQ9TIcgrNCxbpHW1GrKSqitlt0kdXElouPM8A177LUXdIDvBYU9CcgRkTynEdtImF+DpbVQCjArnJlsl/OBSj95EcE6+RAWAammXPfmvdwxco0Y9q7C4MxlV4ayrv3YH36dRFAco/yyNqG+5XQBypYo+ytPV0podyDhh391v2ry+usL/2uASIezmDNtKx/ly7YoD8AxsTRWb4B+vXjGluWyu4UaN9vjrbSVhgDVIsy74ajFUDI0p3AW+5zCffpFatXIjsmMFjqUBLAhpPK1PHFaoC4r+/xmK+8ZeuSMQX/8fnfP5y1Mpr169+8jSlp47WEewzWVxscACsqlMfiZIBNJeqBC5bOnl7TlL2p2sFd0TIKUy7WpNuVD/sGIF0MIcDKhzJY7wTrm84YDrLGLrrlGrmwY6lI6jGoSr0EBalpnVSXi0h4NjTAKrHaDJwQXXcuUOuE4NGjn98Fhlw/ov7/f8lEBkslhACsSVceFStwOf7+Dw9W+Z6dcZj+/uovHpZZq9uZ8/yTszGVNmVF/uBgbb0SAuA8EKVMHWfcv9GUqwc0WLrIU+lf9F/asbEziVuJK91ytKuy73SmGsdO64rGBqDtoQzW34BG7/n9azPFrbsRqD4voxJjyWjS9AMjB2CHiK0dWtKj6RwWiy6gR9wu4vbU1KCgl3Cvh6+Eqgl8JLQ+WoT0KI/MAw6Azo9+WLA6EgZrNQx/+sO8WUE/M7Zhnvb0TAzOlubTPyxYV28mAeQuj1Eme1McwLpy9UAHyyszPeLQsprllf3tl126Nleeqfns0NDpPHU7my1HJqRqoMU8lMF6ASiQcZRHExchuggn4KwQ9w4Ni+WERkiMLHewIVy8RoAIEe8jIwQ/O/pv+IMRrH7YInJxYoOl2g4COPs7lMeyTlxS3r/rYO1c2R7i3Xdv0YuTbXuYiTZ12rt/wnSwbKjzboO19cY2XDZUKI+TvQBJg3YVKMG6NwOWU/TsQIZ6KIP1IpAt46mMbrZ5tpcxJ69OaqzZE01DljteZ8QrBcgSQyLAdP3tH3OEVQXVIlUTHCyV2Qig7Y9UHvu24BLywda7DNbqOAxvLHr25yfB8cx6/ZWZGFYn3WWw/n0zF6DoWt73NvPsj1EPebASgGLLmsdtD2ewngWWyB1sr2Uk3HKCo2OPjIoJ5Vy5eGwCSqzHqE53Pyb9xRh5DQLhE7iswRTVpAEcr1AeHVXVuPzz8zvfU9/h8dpvf/3z2Op246ynZ2PKvbH1zrNX23ApXqw87DWxAPVfKPWwB6sNyLUcsn744QzWPKBX7iSmZ7e4JRYC7TZxOWGd/pJSIF8M+cCCIN0fjZFXL7B34kdYStnL4gBK91j+Ut9GXGLvsIHDN18XF+E289WHZm3o/9m716eo6jiO48wYylVBkRkZBUdNjWjwNlk40x/QTDNND3v+3c9RDhJtyrIBu266CxgsFFeRq9xCI0AwQNFFpAhQlEC5rBJeSq00ut8etOfs2d2zwK6AVqx7Xk+acaYHOvL2d37nd37f+QtcHgSB6oN3bzn/s+3QgjM4SlbKTv7XTmSSFCzSAjhnO+jY5Z7BigRwgZkDDayrrbcHxG8KowHIGUGq7e/PNuHm5IMAvmYm/v9gEcUXwYQ9qyArxdlocEp/c7y4+u6YGma+Ly+XajU7gRHWq5Zv/v7Dpw7/cO9ngFP4gGzGmsHJKicpWETnAZQzvOMA7rlnsLwBxDFzEHuk5kNGoFSJHicLAHwmnkr4mnkzI0AIGReJ95lLCyFYZKzji3VqjGyuXgYnsevnmV9f/VTIwuyViJ3So+Dsea3dakmW6uB3Myfrl09YmKgHc8kmoRUm7F0FScEy2W87iNUCoM09g7UcQOm17jNff8jMw42BXkbwGYACRvD5IIDtHh4+Gzf5AmiKZZh9WoA9/HbigggWGfoSYZI8Lhf9WuN5cDL++H7a9soPA9kw81/tLdVqrpausy6zzv80ffv9rSw1OA0astFPgHM+gUgKFqfL9hr+AoAR9wxWGHhscWlW3/ErylhmvuQAoi29qoTJeo81wZ7gtAi7WjcZDRZGsMhwWwWTgot6sjHuZWHC5n9ktw649d1lFcxCIt7wkMyDz9pXLckqHvhBJnbrz2RwEtv0ZJM6BM7pdJKCZXYPlqkvsSkAbrhnsBbBTmJDX1W84tBhZm6EIBUJ7aqDybPLlgSAV/khPw4R6Dg3tFCCRVRRB05Rj4Gs5P2l4O3/xZqsn//Qwcw3eKW0uJo/v3WrLM0a+u5X6+bVXzpw1JVGslHUZMNE1ZdEUrAEnbDe+lQKpFW4Z7D8wjGNVtccV30jZ26rraMAGsy9auB7FejxGji6EW5na98pACUXsXCCRTktaphkTyjIprxRBY4q7y1zrv7eA7OA7WukXD0en9BwmLGlf92Scb6rB680QZym3hRwaicNJAXLogzABMORJwMn290zWKZkbVweEb5iiz+mSmt4WJ2ZNNtRtpmWe69iPobJM6ZDWFsAZMXvs84lYvOxkIJF1HMCnPxJOdm0f6kCJ23g209/GdDCbFWYO3/X/OQs2/wCzJL//PnTj/aDp2sU5yrnWiI4HTFEUrCsRqwv9BUFQGmOuwZLmPW7MwwzUeVnPeyuOMc8UrxwHdbRPTAJ9hMONFQznMPjaeAssGBRTJy5TX3lZCPX1IFXvF8Fs/BQKVdPit/yFTA7+UkBOIkX20kk9SALk6YSJUnBEpnkGm69K/MYuXWwhAMOXV/0fnO3o6EYU7Dnu8o0Xznd2uoxz53Yzf+/m7wsM6cLrlcoy29fhoXvggoW0fEicHQJSSSSMASbkJeekok3C8Xi0NX+sFJ1GUlEfzcRJmydkUgKlhiXqTzr3Oc7bh+sFwFcYziff33mdlteLaYo0J0aHE+VMzMbAdAY262CyXbzeiRwCzhaFlbB6xZYsOjMXnC0HUYSyan+GILtT/nN7P+HxUtWQVAXbyCRB/XgFJQpSAqWvXQWqDtsuRilzO2DFczfWyVyaByApz+mKD7VdjtXvo+Zog1AWYkagOd6y+Z0qC/E/IMWLV600IJlOZ+IjBo9iSjL8sHz3bTTQ/JE+awMBk/brJGTSO8AeHkVRFKwpqjQWu7aTAGQ4PbBCgGgZ8SOAFi9JnLHq1GesMfePHihKr5c/Ij4EEA+y2UpzMNq7QoItq71juTu41yAwaKYQfAaEkisvPGkkKzXl3hInpjF3kGe4A11K0kkpy0ZnNoqJUnBmsaoAkr5893JADLdPVh+ABJjGbGDAJab/0nc5b05+FlfTKEtvV51Q2keyX0HZr4r7f5yrtwUFLVi9XrhsWphBotIMwRe3hUSy7lWCLOXI5/W+YL/taXrnrOsrvrlJKIcLgIn8UIMkRSs6YwZ5nHqzPsA1Ep3D9ZGAIWM2KEDAJaJB+6sXbcpaFq1EltPxZXEj+aBFxI6/QGAe0Jc2MGinLYMcJru5ZKYvqQVZlFhUrIeX+BLW8Bj63qUJHYlpQCcwn4DScGayVgx0MrNzekFkE/uHqzlAAanze1aNX1BvyYy4vWoEMzshRn3exZ+sIjGuhLBiW4sJ7GkkYMseL7bN0gnRx+H18pgT/AyOq6SmNzYpQYnuU1BJAVrRu03hZnHDwD87vbB2gygjBGLAxDhYNeUm7+KaEyz0sNVg0WGnnrwCseTSEzRXQcz/+BFUrLm/yxo2QpVDaYaSKz8bjJ4FyqIpGA5cOYkcJ6Esc81bh+scADfMCKHdIDnBkcbpwDYw4fSv7mblZ8Bq5BlrhssImVVkeU7EQXZufJlMcxe2SxdLTMPXqFb/WFWeHaU7OTW3ASvWUMkBeuRwYrNA/DA3YO1eAXAjjIimSywzdG+zTIAtQwn9lxS++2arJMsTFYsduVgEcW0qMEpuLRbTnaMlp8q+AZHSsfe52bpeutnz/uP6MmOsuwEeK0jCpKC9ahgHTKvJFRGdw/W0heA6K8ZkT4A250N26lnxD7sA7DVw7WDRXT0y0TwmvuVZEdxvE5l/Q56o9Ss2fKLXG2pVe2deLKnLykCT9emJJKC5Uy7EKxyNVCod/dgBQYAH7/P2ByuBRDq7Cr4DsbOIIAwlw8WUXweeNpTU1dZSVcHM2DmuWq9dAB+NjZsfwEC3TUj2VOUFYKX2BdDJAXr0cHac8h8P/JecvdgLQHQfJixSQUQstjZvX+djJ09ADY8BcEi2p3CgnewW0H2vqquS7NOpl8uNcspn10Rz0KQXLnbQPZGG3XgRV88QyQFa3ZvCYX7kd0+WNOWTC1On/Aipr1TJACePk9FsCjpQQN46qHjSWQv6cZENAQh4d7S4SzHU+uD/CEobWyXk73czlbw1F29cpKC9Whj0eaHoHwA/W4frDAAfeItqVKnhxQ2AXiPEbsBIMjj6QiWSUIzC56uKpemUDzIKobAP3yRtM6a4bDe+iAI2I/74mkKeW9fBnhNcb1EJAVrFozZQOE55gsWYMvdPlibAVQxNkfVwJalHo68BqCHEasB8OLCD1bu8BWaFeWDIZi1dp6hKeRjZadhEbJamvllx1QrXwgSO4ZzaaqrXdHgqS+ky2k2DN2T7j6qnioSgfrPmXiY/kNuH6ytAHZPeSJ83vnVDumMlXA4ZNGCD5a+FdqaJJqdyTw1eNrBqwaaKv1svRYCz+Aw6XiWcH/t5ihYNKVU62kq/e2DLHjJ1400OzF5wEW5mwertwAYepvpBPBQCtZq+8tlYk8CiPRwaNXUqx2+KAJ81yz4YHUDYK8raHYMmg6YJR47Pj1ZOVfv6mDhGxSxxN2b5RX50rOeEBy4XFJhoKlGr5WyQs3utdMsjdUDaM1182Clgpu0vq8ZQIIUrGcA9Nq/IwxwvIXuEwVolYzIGf6Y6YIPVgI4dbk0W+mDN2FWVDMmp2k0D23rLIRsXbTMXaPlsyss2B8WTafKxmgaZfxgmnUbXk+ztVsHkz0xbh4sDYAsJikaaDJKwVohDJQX3HN+CtTvOaApaerdWa96uEiwcDqTZm2sLdr6al5joGlyMu/nwyrkmR0bPNyO18rtK2y10tZVVRhoGsWROkvbG8Znnyv5eDSkYJkMA6hkugFcSpKCtY0f3G/xfj5/atShpVuAk8SIVAIIc5lgITvBQLOmqN6vhll+iZFmkHqtrhhWAa8t3+U+xx38Nu542RMWrK5yvJymS7py3dJ9VWUPzZ6i7wCkYHGqAAzy57M7SQpWFIBcu+8IX/BzMqwphD/DZhMbDWCX6wQLqk45zZ5id4clWbVdM76vMoxVV2bDyj9q06KlHk+9xbvWhb/gCauivv4Zs1JefUkFs+z7qTQHo1mAFCxeI4CWfU0A4qVg8bvoR+0mSrz+iA95TrzP2MQACPBwjWDtz+Ljk9VOczHWkg9B0f30JJqBsufhkAo22zZ5r3l6V1p+S9aFB8Dm5KmymVP0VX9cIsy0l+f2hbNco4NJxpdNUrDoPoCSXgDRBilYHuF2bwnTAQQtdhIsX/56aZvbAFa7SLA+uPXTAZiciKc50Q/XQZDdXJVLM1H2VnfVwsY36vnluzyeOj4bd6wWr6ygm0hol9NM0ltKWZilxV1V0pw0RsNkz29vRUvBoosA+icAfElSsDy2AxhnLJKanN9ttcYfOP05Y3MBwDpXCZZM9tF5mCTWKGlu0u/mszDTVg7nOjoM0ZhyHiIBq3eEPjVvD73WRL4YJG6VNn+g2kgzkldUNbAwUx8s+Yrmpr0SnP0/y6RgmaQAuF0IoFsKlofHOgAXGYu3h5xvuu/0BC7vY6zOFQKeG1wnWLJv68HZ205zpE/IUkPQeqcniWYkj+nvHCqASMiqTWFvuHq0vNauD9/mC5HsvMZMPc1MfySvCQLVxI0kmiPNCXC6vpdJweJwrWphgY/LpWCZBnKBn9JoMeH8Q5tdnsBBUbBG1cBzfi4ULNmtOL47tQ8MNFdnGofUENzs6yknB3ImW5rPsxDxf2a794alrpgtn2Vr123d5gkRbWtHyVUDOdA+npUIQXTKsILmKueeFibJ78hkUrB4tQAaANwhKVj8Nrr4oIIGQNTsgzUCINzDlYIl+/TdYvP94l/RnCmv3suAgD3xpSaJHDDEaNpSMiDm+YpprbXBlfbil4auf21FAOzsuVOSmkuOlI90JMOivnFMTnOW2QxO4Q8yKVhmShYAC0AjBcvEZ4Xda8JzWgCBjh8J/fnPmqz2AghzrWCZfgr2szD5eFJOc5c02aWDRfFgwig5JL8yEjfUBDue216P8N61wBdbXss2eL8Y/ArsHNjT/PB2OzlkMFYf00JwoLQlk+ZB0aiFiTbuV5kULEE6zIoMUrA4W+2va0gBsN7xprsvUG97S7gvG8BOVwuW7Ne/+WKlPdTTfMS8t/cALIoGjueSY8qjPWf31sKe55ZVz69fGbgQq+W1xHvz6m0BENhWkyVXY+RO2pzeWNdk6/j1+Byaj4o6Fibnv5PJpGBZTMLsGknBsswlrGOshp0ebAgM4Gc6WpwBEOLhcsGSyX4rBKe120Dzoj+edRMWBy61pSrImaMJNVml2ZjCMyr8xeVrA/0WQrh8lu4MDXspeAumYJOHKst6nIc9V3O3SNS2O91ympecsyqYqI/9KJOCJf4d8k6OScGyzsFJs51UUEYDvg5PEPnZj6xIAuC72AWDJfu+Ug2TxLhcmh95+5EONSwSG/oe5JBTOcaemrjWA5jK97mg5yOWh/5v6y2vXSvXvbh6xRZ/TFVQf73qansSOXVmvKOVhUXxxd16mqcbl8DJePeWTAqWyH3w+kgKltmzdkdHYzsARDgdCtbOWCUD2OCKwTIdyWoF53y1kuYrZ3hABytVXllqDj2CXjNyPSU/A9N5Pvfyph3ea3cu+09WXD5LA5esDNv8WlAApjuQfHrv2eHMJHqEGE1LvbhvD3fTvMVMsOZJ9m/JZFKwxAbAKTgqBUt0dPQeY9UN4FkPR54HMG4/JHqHawZL9nOX+Uck5QrN3+jkRDGstPVxwzH0SHpjfEnf5WjMxDPguRXBW01LriXLfDyePK/AjZFhEVtfjnozwBMzYHV596sz2x8dcXlqyV4dC6uGzkwFzZvh+Mfg1P51SyYFy47hsrDAkoIlCIXdRvq5RAAbnZ0zvcBYfQMgyMc1g2XaySoF58DDGHocV2ouqWBTONE9ZqBZ+Cp++P7A5SIVHPF99pnXt+8IWxS6YU3gUr959Wuxj9+ywF0bV3qvi9gUHvSsLxxgo/NPxZUlXJlVdBQVVXHJsNHljbTTY5BfqQNHm/ezTCYFy96oDia6MSlY4itj1EftV03bnU0FazrMWCRFA/5LXDVYsu//VoHTeiSJHofBONKVDZva5nuTepoVQ65RU9UZd7qYhRP+AVuei1r1cvjzL23esW65d2To2o1Ldpoi5ufn5eXjw3XJx8vLz2/pssCdSzaGrlzkHbY+4sVNr61+ZtW2F0J8PeGEWtfcVzOeOaan2TGOxNWLG7vnXn8MPZby68LFV999KpOCNVVFGkyqSQqW1fP2swavOr1i5hW7S91jKwG86LLBksm+/UANTkOPgR6PvOfspWjYsPX3EowKmjVFZnf1REddvS6bxb+PbdKdTrnQ+V6/cQ6/b3161Z3zds+PWVW99JhySpJhvpnhe5lMCtY0/TDJM0jBsokEoIu1v8RvpbNjWy2MVQ+AEB/XDZbs1jsnhSkvvfS4DGMJfTchomroOpIpp7lQxBhTE0o6v2w+Ec3iydOeLM3q6yyZTDfGKOfWFU1ZR34abNjTLZpRemy3h8C7/ItMJgVrBho1cHqUpGDZ+PgCOGo/OCfc8eBVfkiaxdvJAJa7cLC458JoYUROOz0BR0cqC9UQyW4+OzmmoLmTj2b2D5fcjes4dam06Ga2en6Fyjh/oqE5ZWCw88hw/5VROc1defr4xOkCiKgu9yXk0OOTa+rAO2H6mZKCNSNln/a0kaRgib0K4CxjdRSAv5+jHa83ATbTfizhKtcYQvGBzIEfjoG3576engR9b8mdJohFN1SWaXJovuQ5ue3G3lRNwkhJW+fd6xf2HrvckF90sjgjIzExTa0GWHVBYqIqI6N2T2vh6Ut5A3ETdztryo4Ma1IrjGfKlTRv7Q9q8k6kQSx/4rjRQE9C+oU0cFR/fy+TguWMFCw7kcKqyaIQTr4Q3GT/nlBZC1eYSygEy5GP9rPgJLeV0xOSPhJ3WgWO6BB4o2ZMQa5BXzF5Nusm7NQ29yU8uT+gOyw4qizT0SspWFPkanKkYHEcrpquMFYlAF52dHxxI4C0Q4xF7HW4wqh6IVgO3Xq3CLz8sidXFKVxuKVeDTu1DR01D4y0oCmvvjdxLF8FO6q9nTfa6YkZ6ysGb/8vn8qkYNkrf9CRBm1WlTFJCtaMXgIQx1gpMpwNR42y/1r6KzWAUFcP1j/s3XlQlGUAx/F2im67poKii2q6o+mw6cACVNQoy6yxqX/b/T3BCyviCtIiuyDLciywwy23csUlgiAgKAiYgQiKIgp5peZRml3a8Ufvsbvssu9L6EKt7PuZaTKisdH22/M+73PQyfrTDyy/wrXSSRT8RYl+fQQsRdT01vYVpQdL7Ut4gC5qS2dmFizl9Q8cjpVOJt23GjDUNV/RuRKDZSHkaCUFVuKu5mQxWAKjJmUCMVI0AHh0vLWjG1KISReAe6+/6oNFL30f2AhWptVlnzYPtfrO6CMwhrJp16XCCz1tUnuQNjhUtqd/mwZjbBsoGxye5H/Fkd48sHKX08fIiMEy01bUnA0LMTu708Vg8e0nHCImUeM95t3+FoBIYtIaATg9NA2CJZP9fKkcrPKOAOmkCzjerC2Iw1hZMfrThd1FAeHS/0Noq25H7dHqOgpj5e0LLLmQJp1sbYcuqcGqYvbhiMEyE1qhHT1cGkbqqq6KJDFYFl4B0KAgRicBON0+3rR7PTGJ3wPg3mkRLPoT0qUEy+98q3QKpBVFbtnrR8GKMqZf31u4MuSg9D/SVtQdVdaprVmlghXNivP5ycNTUtDIYiVY287QrwbFYJnPHJq2pVJVjTny9JLRekFTna8LE4NlcTCfppWYVAN4TPCbnQAUEZNWCsAj0yNY9IOhcZSlKR6cqkFP8ODQloz+VRR4xMVUny8r7e4ZCQidgp84LWAk+Vx+R299TBZ4ZMXU7ykZGpFOkSMV/cZP5Bl6dCUGa1RS/i6N6V6mkATCiA871640W/x25lCbGCzO9Q8AOEVMDnPvCQUw39wpJyZ6AA9cP02CRX9KLiWCFaG9MIUTTG2tuqjGzm0q8FInxtQ0tO/cH3UuUpdk80/Vsrvv+IGyAX19jV8iBV7Kgm+3dPcESKdOUmENOE1/0aMrMVgmaX3FSnDitFHfEDMpkd9mqmFUN+iQwXJ2cffxdHNzdZWYLAGQupUYhSUCd9wpeNOOExDRQkyKlIDTI9MmWPTi9z9zwWnKb5VOsZFzh89r+4+pIExVXrmreOepjuaSir7YnpGc1oCDSWlhvDfnhyatPdg6PFLUE9tdUVLb0dgbuDmXbpSwuKpd+jMVfUnSqdWmMz7wqGqW028GxWCZBNSa1r6Ulx1UkLG25pRlwkDveMGa6ePmKrHy9mIAFcRIUQ/g8zk+7u4zXXj28lxnuQxCEQjggWkULHr6/Q9jsvyO6qRTr621J3J/484VGyn8G03ExvJtuZUFm3dVVzc0aLUZGYGB+owMrbahobq+f0N2VQy9BF6pwr9Rl1ef7yiNLUqXTr22Pn0iWFT/V/TDoBgso9Duzixw/PeELCO8Unb3g1PtYMFy8bGK1Vzfjz1mey+YD2DfdmJUCOB9CcfVzdNn1kwXF2eLDYVIt9zMgxumU7Bksk3L+zXg1EclSf8rwSPnKsqKG+oLyjWYCprymnptUEnUhQDpf2Z4fxM4/nrm+i4xWKMzV/0qcDLzw+SE18n8GgoGWocKloun1cDK12MxTFSxxEgHYLHEgqurGz3kYrN1/X0A9sqJkbwBwLPTK1h0si5mmP5rOjMi/W+lDffoKppPne7acExJwVZU3KqCgdNn9nfriv7zvUGRpsP+8oLObpKJwTJqS+5NBGdVr06gVstiuyhwUh0sWDy5WuINC83ESBEBYJ6Ej6unj/sLY2axklXM1RXTLFi0pX/ngqOujkqX/l8OhpyriDpcFtSura7fV1WXlxqXRUEApdYo6U3Q2bvqq7XtA42Ho4YuJIdK/yfBw7XZ4KjXs8uuxGAZtHVnpIKTeTic8EuJ2qUGZ8PhlY4VrJlWD4NeHk6wVGF5P+FHEiFvz7bcAr1sNYBXp1+w6MmsLwvAoZo67GHjcvjaFmZOXafTxUZ2r1x54EBJSeH+/JLSA1Erd0SG0F/u6SkaaQ1IsodtP8N7joGTlcFMXYnBMkovrQQnr7NITnjFr23cCM62ozmEJDtUsHwkYy1cAEbW5p3fx7akDw/u71qjIFaTWAKWwPIMrT4Ad9w4DYNF+810/3qtVHQZwlaDpa78hTmsXQyWUcCWJmOJaoVmrhSHAlPB2TwUTIiDBWuOda8Wg0b15mwnfAYBzJYImw2gXTHmIL/pGSx6MekfBWCckIouQ4Aft0j7B3rVlRgso+DkvRqwsrTdCsIveE0uOMf2thqSthtAhoMEy7pX8xaAlpFOBIQpgQVeEkG+ToBq0HJEdt310zRYtN/WAQiSii4zWJq/mcGVGCyTQeOyZNXeHKFchW6JASem8CSdK4cLlrvEigcAqmM7EfJNE3DLPOFJrLmzAWyIJ0ZHEoEZH07fYMmWi8G6kmD5L5WJwTIJ79OCk1t7kvBT9HRSYMXpv2CS5njBchGYg6qVEyHcSoWFEh5eCxfNng9OheWN0YtmOovBEonBEtCdkWXIVVS0UK76tCqwlKdb4om5QYcJlhv/Wz6tgoxjD4AlPEOrz7ydYJKZYHGnqrfE1cdFDJZIDBbf6KoeLNWuSAXhF12SCxZVcID5aDlmsGbyz0D5p5Px9AL4zHqh6QJY6CNGWzWGlVueM8VgicRgjRGpV4FVP7hMKFfNTeDs695KiMMGy1NiZZHxvAVhpwF8MrZX7zuZDhNQgqbqISZa0z/gNlMMlkgM1qjgED1YSn2OnPCSrz0aAZZ/J/M9jhssF4k1bwAhZFyN1sHy8gBj1cAXoXJCEnSn9ENyYnIAgIeE4+kiBkskBstg5BLXIipD8MVgelAiWKmnjwgk7ZCDBMtdYm0+gHAynpR91sFie0V1hBFeLRTg7SXhuLqLwXJ4YrBYrac1YMS1txB+iqJ2CqyCEmbqyrGDNYfnRR+AODKer7sAzH9XYu5j0Da0EgHRucD8eRKjOc5isBycGCxaaG0MWA06BeElL9Irwco+vpUQhw+Wm8TKXAB5ZByhGbDamvPufACbo4mQ+GrLhRCezmKwHJsYLGnY8Sow1PXJQltwYhvAUmu/kJPxHHKQA/xc+YO1kQgKLowDzdvL6oGwMpwI6xyzX9pTDJZjE4Oly9CAEdO9jPCS92g1YDXsVhCaOMLiC9bbANRFhF9Lhx8Y3vMs9/I4cb+RwjoAfCwxM0sMlkNz9GCl74wDI3fNdqG5qwaw4rp0hJ8DrnR3k1hbDEB1omX72N5Le5orwXLy8LJeCbGajCcfwCKJGVcXMViOzMGDFZUJhvpMMOHX2h4HVnFOPBmfI53W4Cmxtojr+ubTfTnhcsJISE8+/q22jgJn8Udv8xzPMETGIT/BBsvcHDFYjsyhgxWbweWqOJ3wkqcXU2Aog1oJj5K6NQpiQTeZwdp09q9L7V1B9B9//mZ+/bYdBGuWhMfHM2BEKTf6KymYW/Cxl9W012IgNZyM4/sswMlXYkEMliNz4GCF7S8HI1toF0648XjkPfyrRKMjoOrdTswVAWiYpGD9ti4VRqrsHzbJjOwgWC4SPr7eEDDDY4mXxMq8GUD2ViIs2R/A7DHjsplisByYwwYrePc+MMqbtxNe0Y1KMLKKcwi/QtD6Q4mZnEkL1s9dFMxRetMgyw6CRU9i8VrisRhjzfd+/yMvCZ93AdTHEyGKUiXTuoUSS+5isByYowYrrCMPDG26nPDZnp8LVr0unvBLyEReFdBUREa1TtY1X7+ux1gZ38k49hAsd4mAub6LPLzngzVjwez3P/adx4yQBIPVICcCjhSD5vSZRAyWyNGDNbgCjNw+/hotO1cFVvUhImgIKPymGFCuiSdGAZMUrKWZMIhb/+fyv9ZFgDYg49hDsNhpd2Fve82d6yX5N+/OADbzD3DlaafUbPM+k4jBEjl4sMLzy8HoDCe8erRgZfdtJ4LkBTgWRpadokCdWkYM0gHU2x6s71bAoIq7GORiLtOuszKOPQTLxVVis3nzgW3RvBsLvs0DYz7PJTsuYrAcmCMGq6cBjMwvCK+1QWBVrlEQa7pThhn4EOA889na4W+29nHtpARr0yUYrPvR+Kt8DICWm3i3i2Bd4+ImsdXb3gDVmEAsJbQ0NxnXbc2VWHEV3xJejuC0Nul04oDBGvYDjQqKJnxSDO8OU8u+ITwUMSivILT4QGAtYRRV1q0lBkcA7LI5WL+lgtM/OtH+FzX6G2UXwbrGeY7EVh6gVW7p+Zpw5CeTSzurVOAsWMI3+zVLDNZlaOst6Nd2nipdGTkSLp0OHDBY+8GIONqi4OlRZAyXq70nCa8doDWmEJITh3bCiVcQozQmWME2BmvTCnAqf5aZ/JgJ4A8Zyz6Cxd6japuF88Gi/Pbpi7X7cjUwcfL+jHey3tVZDNbEDWoxSuVfMNBYOLS7aPhg6KTEMClgpCfyQHPj3i1HpMLEYNkYrFJw4upXbiWWjuizwKjPEdoG3QC1CtBGk71QJxMroRTQ32ZjsC7C4AeZmQEAehnDboJ1jfMsG5Plu0Bo3ZavwJy9u7iXcMLSzyeChyYvpqY+o2tn2YGhC5GxAZc38kobTo7cUVHSsXePdnW2X6IKrG+lwsRg2RisCphEnDY/rW9rmRKM7C/iiQCdCieKMoGq79WoXsYfrH3htgVrkxY0qw/DDwBiZAz7CRadLHfbprK8Flkly2mBB71uS4CPeFrDRKWV5GFCNP5+mZvX7Rk4f6pxS1lzbWFJaSl9SX1U1JrS0pL8wtrmLR2Np3cGBe6qqaqjA8Vj/KcKMVg2Bus4AL9ccLKqK1IIJ2Qz95Xab4igTmQVkfDVAAXsINZC1cAKG4P16yqw1F/JzJ0FoJQx7ClYdLJm2jaXNfej9xeYLzL9ZKFVrcTzsK5A92YKjPXrs8CiMHVWi8GaumDtALBHvjtoIzgRvTnLCAk/wVWi8wixMrzf8MUwir3H6uvTFBCj4AtWFpA3aFuwfgAn83fLpQ6gsa8J7StY7DDL09W214Xv+vou8V34LpcqYXPEI5InJlinp8BoWv7TPnAGR0oA3P/AfS99eocTJsMt9z//xnUfvCcGa2qD1Q0gkBB5aEkMOHGrKyq4H1fxPQ0qco3L2csMd1DFr1GilPAI0wAoSLIpWEGG/xt2ya6WYHHjLFfJVJslnuk+MaEdx8CI+/vXP8thECsN4T6IN95255tP3HPXY089+czr9z19mfGacf9Ld9/7zsvPPXrTQ48/ePutN19zzQ1isKY2WJEA9FyJkrvyYCav7GvC43sAcZFy5oRx07gq/ZDCFKkDJ6JNP44DrTjMhmCxf6lmp9wtLAWgkdHsMlgMF/c5rlNYLTfx1pyJCR+qBEOjX3oxG4xUjXmwLLEBu+GJe6696a5HH3vuqVdffu3JZ5999p333nuP/tOLT7728qtPvfLYw3fd9MJDT7x55210oCyJwZryYLFXcRGOPKywCUb1B+WEh0ILWmopuxknn4wRfr4ce0fjFQGausyWYK0CkAXgJ5mFiwBWyRj2GiyGy0wfzymJlussZ/FewgkZKVaBUfDVj0ERYKz/bZVZsGwjBus/D1YsAC0xkQ8G+YO2rUJBePVkIagkFehIqcQ2KbEQXaaCmu0VJzwRDGqlDcHSgPO7zMIfpo+HPQfL8Hw4a46bq+vk5kq8+XlC1m6JAyPmzKYfYsCo+2OTTAzWVRws3dgzAuSh9QAqiIAgqHrkfVmg+oGjcmIm/vtKQF1qFrqT/mD5xV55sNRgUTJL6wD8LWPYfbBYzi4u7ky3JLbzdHe+RryqfiKCdxSAoWr/9edAtlzUOvrTLQbrqg4WZXUKUxCAPsIvXI0GOkm6GADUWvPOBVQDWD1MzASXAxGp7MS7zSOs7yx/mY8B6osyxtURLLOnRDpcnm5XOORy5WolBmsiRrh3g9SKnzZ9WQdGLn3woxisqztYPSpgtYKYOwHge2KhJ3ClnDCaDX8rvQnIIKO2dvgDEc0pxJy0DogpA60r7EqDVW6Ywzpr9USYy23VucqCZeTs7MK0a5aPVb0EW+Xj7sLUSgzWhLTVbgPD/6/fl67jylX8q4w28WDd9uBtN4rBsrdgaUynMAkHK77ScGrMN03GN4PB+swcYqTYEQOo9GnEUrQfsE16HrRTVxqs9Ya3hMtlZn6vA3BJxrpKg8VXMDphNHfOLJo7i/6aqVRisCYoZB8Yyq6fv/srFYwCdkQ+8WA9+KQTAKc7nr7v3ndee+WuFx5/8LabxWD978EqUgIbvibmBjB24fogaF0JhBwHCglnWQIxSg+kAL9IBd/V6quCt9YDUB+2YR0Wo11m5m8Aans6D8seiMEaldTIRarmouzsajVocQM/yi4nWLe/fAfGuOXTNx547dF7br9eDNb/GKyRCKAgZfxgKTKgjgEKjsRnoy7YKksdamBjbQqxklAF5J0kwU0A/C9cWbC+osCqW2r2tQgAxTIDMVhisCy1XcgFY9Uvm777JRE0aj2zLGbiwbr9qRkQdMvdr911w61isP6nYCUCmQnE3F4A54iZViUCj2wAmsqAnXJiQbGyEkBGi8A579gYTkhPHlOcHqmAtPGC9WMTaBZPgGfrzAMmBusf9u78Kco6DuC4M4Vddh8zNV3TfU7ndM70BzTTTNNv9fvu+yM8+iS0crQLuyhH3AQiyCEQCHElyCWiBCmIgQeEFCVYIpXaXXb+EM8+y/IsC0Uhssvs64fGIdKZZN/7fb77PQLB8rRmrxVAqTtt/v4wmqSfzpr/Q7BWPfkCgPL5SHvGoeptDaf2DiVY8RB0/813XhQI1lIc4FcEhb1i1A+Mi8E68lIla58CKDlilJy6Cyg+JLPKKnbdtHfADtR8ZprVaPEcwdL9hE55o8W1uzAacLjntALBCgTLyLYleuoTwbN/xKN5W5s9mHewrrjzKn1T7XExykp/68DwYGJNNm4vPHb9FYFgnedg7d7hdZJ4H7BBptniORgq0n0KSBSjqHVWyK5Mkdn11IM1SkTUEgWoL51t+F5RxD8G62wwuuy/zmrDq3Kr53grEKxAsAw+LVcAlH0/m79/TwFo/P2E+T8Ea9XDOO34qLI69q2cLPGgptjKNny13YHLo/c+EgjWeQ3WmgSoChOjr4ExmbYHDolmQ1HMEZmWUpkNMYM2mUvoEMRHyaTkUwAHR7z/+E6YM1i6X9NwiXnv7Z047Zv+GQwEKxAst6iKtKnJ9hN/xADYm/TX87yDdT2eYmoTP9h2qN2Wosq0nrKKgQQFp8cCwTqfwcqp1eeZDFqBLR6f9XWFikYt3Z0sU9TqfGDow2SZk2Uj2CP0dg0ANG8yedqfy78Gq+VNB57sg4ZeBYIVCNaU3Zl2gJg/vpmavWr884T5vwXrFWaVXZN4cmt4erK4xaXuSQB47tJAsM5jsNLzISZKJLk01DCiokLctsAW7xaF1wM1+y1icGiv52HKah0oEeLUMwBQN+Lxv/sYmrq5g6V7dydGNe+aDQLBOm/Bet+3g2WrqNI/ETxtPvtTvHsnzn8M1pVAxeotHwyubd6ekK3gKWlX68elrsFWcuQXAI9fvLyD9Qlws+8EK6Le+dimfmD9WFzagG0yJbmW4DCZoaBTgfiGODGKy6ZqXIwSgeOi69gIcHi6WGGRNWiOdcwaLKMf/wrGxbH9z2/MRoFgnZdgBQERPh2sdn32yvr7WfPp9QpA1akT5v8crIuBDNGoWXG29KPVJa11wXYM8mo6t5VZpPcjBc39q5Z3sCqAx3wnWO8fBiUi9Dv4WlxKMB4ccwA+mO2uwpi+KPGgfgDwQY9M2wyMiEtKIkB+hitXGZvR7Jjs5FzBMjp95sy7v5w586tXrQLBOi/BugxI9+Fg2ca/QLPxtPnET9kA9jrtlTzvYBnTfEhmsERkfPvVwK4q3BrXdQEx9fDaFcs7WFuBe30nWKYmoPQrxTDPvg0oMZx/pUTMWCgaAqz9VBVPti6KHCgDKeKWCZTJlJSDeqGcp9r8FoKmPkdmDdb8BYJ1XoJ1FbDGd4OVPpikz16dML9ehyZbm736P8G6CqplVt1hu6tPrc/DretoLLywzINVAjzjQ8GqAzIBe5S4bAAaxGW3nb0euSqJAeoyxEsrjKfuhOIRmTIAHBG3rL0ASubqko0KmrThbgkEyy+CdT+Q6rPBOlQ7NXt14s00AEUbXv2/YD0M2+QfdJdt2VfrAJSP4uQIXHXl8g5WJXCfDwUrEd06j+tR29zBSrKWGZKzZSdQ82W3eDHFUNwhm+qh66i47ANiZVp3P0bNu0UCwfKPYF0LhPtosKIqYwAcf31j/jExz7326n8G61oYln+RsrscQiwiqXDZ1cs7WK3AnT4UrEycaiZkymqM01ZrRmRKyoZooOYTi7iFVlb2uGewxrWkDUJX3FznPqjjIbgoG1eLBILlL8F6FvjBN4OVehhN8S/mljd2ACjrT5vN/ztYF7rfruMSv7KISEqPeBsHq4gUwGW3LO9g9QHX+FCwOtHYU8UtFugTL93V+UBRSa8YHILyLJlk20FCqEyytNmHskR3DPhYPBQM4dQc3i2BYPlPsF4GPvbJYI0FAzjKvzF/U54HYJ/cObiAYN0MX4lG3UtepMim4oFukeTR42K0GlBFdsPlTy/vYHUCF/hQsPYBWCNlWjiwTmbIGk8Agtt6xSh5M9Dcoc9gRYouLFRcvgI+EU/qoX0bB8aiRCQQLD8K1hNAiQ8Gq7QfTdcZc8svO12XTJjNCwjWqufQZ23VYaIVa3rWLqgQiVRy40TElCK6I0BPb1w7BD2/vINVDNzjO8EaKQaoTJZpR4BO8WD5sl6BtD1h4ul4NsDmFNcMloFhCaoXi4gEguVfwboT6Pe9YKXWo3n7dXPLH40Aeb99Y15IsFbdMHWN1Gh2THg/TXtJoDEqLBpOibQnJHaLUxnQOxa8D3h1eQerCLjSZ4JVuh7gmCoGbwHN3mcyBO+Jk5kaoKIehuKcM1hehoGt8m/UQLB8P1jO393XgvV+RQhA40/mybWiaGp/NZsXEqyLnwVYL5MK+UQ6hiAhvY/ETBKtyu64WpTV4pQD2FJ2ANy1rIMVAQSt9JVgpScC7OsRozJgvUxLOWaFLxpMqndqCqlJmRiC4i+0GSwvFczjE5fQhkCwfD9Y9wCHbb4VrIg+O0Dhry0tb0SjWfuzeUHBuvRBNLky6cstySLtecqomGqgdqKSg5sJYZcqmk3AcflYAe7xq2D9MvhOXV3m79/MN1gZwKMrfCRYm5oAMrvFQzuQK24FtcTXVRubpqqiy4APphaERoq3j4HaHPlHUQcJBMv3g3X1VRC8xqeC9WE9gLJ2cjHDZgWgS/u5WVCwngCSoEvcyjJEJBYlXDp2QXFULbGiiVCgVCwngQv8KFivNyk4ffHGPIMVCdzgI8Ha1AnwTq94Og4EG3Yw121dEyoGKWvLTeLUD+0iEtcM2zvE2yGAwlT5B6sLCQTLD4K16m5IKvOlYO0vBIj5qcX8Sy6ayWWjCwzWJUFQ2AqNounuEBd1a4UqcpSk3VJNc6gzWA7IEelNgEev9Jtgna5hivXd+QWrDXjCN4K1KRHgoFdpTECIzG0YEjJkUtgO6kWTNRAcK7OIRWMfT5Y5dLRCIFj+ECznQqxI3wlWRKUCUPv95NZBO0D2TyfMCwzWXZfBjvb9EC+ToopI21ySMWGRKasLRDq2KxnOYOXpb9YfNsKNV/hJsL7ZybTCH+cVrHLgNp8Ilj6+GjLJTFmAVeaUkgtkjyWLjLsXLYTGyWzCcUpqtcis0g8TCJafBOsJYI/PBOt4uQPgnZ/NP9Y53LPtCwvWxc+BEj61wkrUI87fOWTjyerUDnE7kF/qzFk87HYepgs85ifB2ofT9t9/iwdOzSdYUeuB230hWBGbAXb1ihcVUFSZSzXU2+FklhwmOkwMLKcOFojRUVyao8Sb5ZNGgKLApLs/BOsSINFXgqWvZoj5y2w+0wUQ33nWvNBgrbwXlBLXCitx6h1t21zoAJSugYYvR4ynjkYlQYFMUjOBa/wiWN9no9ncYjb/BmycT7A+LYKbrvSBYEWUA9RPyCzigR6Zg1pMdMR4CNQdUNirikFGHlUHVOMXgGArwM4Mmcmm974mPCwQLD8I1vNAlY8E60AwQMiZlhN/WQFi3mwxLzhYt14Om7tFyoA4maL25oyfWh+PpjE38WRFmaoHy+oKlth2wqNX+0Ow/kJTqz0K/gKEzCdYscC1K5c+WBFrAerjZDYhgEnmEA5fi+TkoznidV6fvc0ibh8Cu44WA9hbs8QodH8jgGMw3WQKBMsPgrXyMuAtXwhWWIkVYPtp8+n30GhbBxccrJXXQlGY6102Sjwlp49uW9dckwbQ3OMMVgyUidNRBZ5d6QfBqoGpJ8ETgDKfYO1xPvEuebAi1gHU22RWCcBx8XSkWg9R8looFZGwtUC0RQzWKHQlweB0mT4F8k0jiWiGUmXapkw7QFXF+6ZAsPwiWCtuALb4QLCiWh0Add+YzwQD2LW17QsP1u2umwxMNUCpOGW0dXvemLMm9uPIdNVzhCVqP3CN7wfrRB4a57efBfLmE6w64JolD1bEPoDtcTK7YmC3eMhRXPNQBUl06uXaE8OwGKjr4MMjXbArQlxKgQSTKaotBo37prewr5IAHJt3m0yBYPlJsO4Eypc+WOmZAHl/tJz9S3HtItQsOFiP4dxc1nsYoF3vVQhjIhMDX6riJSoJPm0fjpJJKdvhhat9Plivo0nTr6ICoucRrIgk4OqlDlZUP0BxlMyhCUgVD31AbYGIfIQjwxWoIxUdYpDeyJAqOcVQUyY629S8x6EaNEXfFagiEZUJaGK2RpgCwfKbYN0D5KYvdbDW1OnHiZp/flsBOHzafE6CdfHj8JWIehJwjZ2Od0FCjyWR6BGRrDGTZ7DyoP0IwUdc0yTc6/PBOo0mxKxZB7wzj2AdAB5escTBsg0C5IfJXMqBo2K0qQgrxIwl2xzUhYpRVpRlqmlKrIikdCpku76UAsSYNMePxeD0RVONgsbR+ZnJFAiW/wRr1cPgCD9nwWo5fWbS9yf+W7CO1AAE/2J+twsgZrDFfG6CdcvlcFRkG06pWpJyGWxiuBUru0Klz7lgMaokTnQRdlhjSSA7duoV84qvB+usAqD8qLXrC+DNeQTrc+DeJQ7W+6cAcjfJnPqAWDGqhLHPFZTWr2G/GIWWJ/V3yySTlV09MqmnlXxVnJIBxfWnrt6FUe0GmykQLH8K1oqXgA/OVbBO18UAxG8/81+C9WkXgPWnb/RbUhvPtJjPUbCuByakoxiuuly/NucgmR1v5VmTikbzafjUDqekZxeJWSLTK90/gS8iRCQnBF5c6ePBMieg+X0yXeuBrp//PVgR9cAFSxussA8UoMYmc6uceVBoSjbbO9TIEIAEixiNKrAxQr8cLFJ06Vnikme4HCrqk2IFl5rhKJMpECz/CtYlQP45Ctb3IUxZd2L+wSrB6LD7pbrwYN0JjSLp8XDNTfqn32ubOyR5H8p+KQiJ+YKT2Rzqx8E+i2EvYVY9NPWIyAdw2Su+HqxBNNmDP9UC/DSPrTkZSdoqrKUNVoUdKMyRWUyM9w8eShYZBraIQYV+rNWHtcBW7/kudpZJXCE7umWmNI+7VtI3NMcDysGKUpPJH4KVGQiWwRVBwFvnJFjfFOPmGJx/sLYxzbHvrPncBesJqBcZh6CrX4BREQkNFZE1MV+pog5DfccnSkxe16EiGtTp0xokEhTtFWGzw32+HqzTRUx778Q8glUJ3LxySYO1wQp0lYq3nEEFiN+kP8hXyrSOfIqy9EOuKYwTo7cgsRNixrZqjfOyA/jQZLApdn+sViu/CFaFFXhkhZ9YzGDpbgY+OCfB+hNwFK+PQaO8O+9gbcHtC+1Z8twF6wE4KdKqbQx8FMLFKdQizjolNyelimUQe6ykVjk2yKQRwCYSAdhz9OsLHvb1YJn/dEz36ud5nNYQtlNf1LCEwcooAoreEi8dbXp+T1pENsw41H0/7BGnnkM5YpQ8AAXdXys4GkkwiZca4KhpJj8J1pgVuOzpFX5i8YN1DVAfcS6CtR7IPNHyawia987+l2Ct/zMzG3jDfE6DdR20iQzBvVc8DLGuY0lOhoqIapGU486bgLeKqN+SJpMKgDiRdADtFNJR4GpfD1bL72k4OdbO6zyso0DQqqUM1me1gDVcZkoe7UKTtsfiOhVmr+Ff5hNtEyPL1KaqsngyRdTIRqBNvNUDsX4arAorcPklK/zF4gfrypvAceAcBKslD9DWI7xr1YdY8w6W/mn8e8C75zZY98M2Ua1w26r7YbVMsqyFLSJZnQkRItITKrr9+6d2nWWJtKOpEJmogkt8PVhm888/JdbVvfPH9/M7cfQY8MCKJQyWrQlwjMlMHcesaJoK1Km/jE5xOwJ9qhiEflSzQZwGXNftvFVIfJh4qwN+8M9gjTl7dc0Kv7H4wVr5ErDuHATrdSDbWa46NPuWPliXw7hMALdqwTogImoDaYTY1JOwV8TUvLdbRHpDDScnJYsUoEnbJKFDcJ/vB8ttPsEaKQQuWMJgvd8H0KDKDGW5aIpj1enzqhNVw2X1jnQxOqrA5x0isgYyLaIxnRoVl56M7z43ruiK9Mtg+dv4apGDpbsdSMpZeLBOuxcwnkFTu+TBWgUckTK4/JaL79Y/I//YXlXWz9rPCa5iNGsjVIgURNf1iNOX4BCRVAgKgs5kGYCXllmwKoC7Vy1hsL61Amst4il5QwiAvSRFXCLy4LBFdPpmHA/NAHVhon4ER8WT5dCQoypVXPqBan8Mlt+Nr85LsFY+DDQsPFjfAPazzkcUNNYlD9bToKRLOLxwhRasSBEJYVwNq4Wq1C3Ud7KDRpt2CcWYx0WqGXDVA1DbK31w3TIL1nq0UeOiBavpu63hn6Wb5rYmerYDsHqOoWleI262bMjvEJctJJWJURkMFUPCkZFsDs/I1Wg+7CzwuOdrzA+D5X/jq8UOlu5OID994ZPuO4AzzmdCNMqSB+t6aLTJONx9sbZJp1pENmj/WE3MUemug9rjx6jbSL2SHSaaMf1U3lG46RqompA2uHblsgrWASDo6sULFkBabuKxT1aXmmYTNgg4CsRT71oAx6kemRYWDQlx4mLqq7B4bXIOa4bsepRYMUrvjIfNUeLWBmz1v2D54fhqcYNlnHZXNiw8WGuBuhb3htyYJQ/WHZDbIdvg8YsvfRzGxEWtHhWRApIKJKwW6k17+SjZtTRxh76L8NFLIM2m/7fLKVhhA8DNKxYzWG5f1H1ecqBs5H2TUawVKBFPm/LRDHneMlELIRMyh/YYmkQslXbgYLexfa1JsKNClWklwB6/C5Y/jq8WPVi6J4Dt7y84WO/awfH75C9+R5O/1MF69X7IVKUSePbK5/QlhRZbxESo6FJHRCRWCY4SW0LeqOsnu0a/sf7+RyDbJlvg7mUVrKMxEHT7IgfLKCZhY3ll9egmk8sA3nfbjOTjlJsiBt27IClKPKjVx1xf6UcJ174w3uixgUeNzAc2H1fFYBvwud8Fyx/HV+cpWLcEAZELDtaJ9YD1jx9/TUAzuMTButI5N+e65enmu/V9HaVF9qKhddVl3eKirs5xzpD0yaQGqNfPC3/8Aufj5CfLLVj7gAsvXcRgPfLkyzc+GoSX6Kavt8aWrfnUrn+b0UgVuh0mMVCbgVLx0G5lh/N0WJtjalw1ktifLC5qQROQv1oVD9XAOr8Llj+OrxY/WLoHgcMRC99LmM20kNNLGSz9umdlb6iITO3Q3yaTSvuK84C8/K/G2iemsxU74ZqdbdYHWtdeAtGmZTfCylD0bR6LFyztU5wrnn/kyRevDcKLNaHGe+NyaS3A2gTnM7jRWu8DsfqBqv36Ns/9olPV6afBbMhr653tYsJOPwyW/42vzlew7roc7NULP63hzyTcBluWNljXAOv0IsXluoLllJX+bet2B6AU7SpvWF3QK259UK6/Gq67DWp7l9scVthe/TD3xQyW28pbHrnz3gvvv4yZKsXIVAMkfR1RD/YIMVoHfClGNjsh8dAWattBrUU89XxcBI69x8VLBpDof8Hyw/HVogfLOMSqiVhwsLTrbnR5nS3mJQ3WpTdBcY9eKDU1CaBCpvUUjB+rK8xDE3L4g9gO0ZTru9eOwQ0PORcBlcBzly6fYK1OgqBHVixysIxWrrr6nmueuvnuIKZViEF3JqAM20xNQLsYfQeMidEe+HhMQTm5B8bEg/rhRgVyYy3ibQ3Q5HfB8sfx1XkL1tNBwLYFBUv3+mCw3aHErD9zwry0wboEHKMySa3YftKWCFAhnpLjNsVuPbY9GyAz1LUWcY/+1v7AvZAp0rC8ljUcBK67dPGD5W3l0488+eB1d18FUC0GpwCiB/ds2eV1Xl/JzGNkwoLZaZEjCd4T9OrxcgW6hrtlNhEOGLL5W7D8cXy1uMEyegYo3L3QYBktcbAegO3DR0WkLEn71XSwTJkbVPFg2p3xYYdo6qFBRAbgsRtgUJbZOqwN6PenLkGwdKuuvhnPw0LL8jCoFqPxmXuZK/RPenNyZ66MyKqsAmVvhCqzirJCfrq/BWuFXzpfwbr6JuDY8gmWtrI9TanLae35CGDAHSy1nKoRkYkPbOKtVn9Lz4R7r4U2keHlFKzSYn0N1tIES3cv8LG49RzGaKvXFfMfybTuaHb2yqS4tUSnGL7+cQI4mgpkLhNFUDgSCNZs/DVYzuXuytFlEyxtMSwEF1KWDZA/FSx1G/EctHQfRts/2PNRf6hIsi1ZdFWwRcRyEK4KgkMiW5fTHNZ3aCeoLm2wnvGclzqgwAtBTGnzmitvlmnj7m/o+TLH8G11QNeX3TKnuGCI3h0I1mz8NliX3g00RSyXYF19FYACw2jiQX+cKAtJ+raQLa36maJf4/hSJDKtQnRWGBfJKnZfWjEOD69aJsFKtQJPrVzaYN0HbBO3g8CtK6++/ZqHXnwc6BejdiBX3Hp2ERMnM6jtA0DVcJYYRDT19YpBSi6kfRYI1mz8Nlgrrg8C2pZLsFY9jK4Btw0iyTsZVo9YFWXHtjz77m1kE53S8QVFOaJJ1ud94xIAqrTdOuHAYyuXRbA2HQQevnjF0gbrTo9xVIcjGO5c4XQrkChGNqBK3GIV+mSGia+zgZPp4uEjODwxc818WSBYs/HfYK18EUgrWybBWnkDuthoDqIbF1GHNodKcj/sV1spTEv6MpE9Ddhd5y6l6MMqWxoofc7nxKztwCPLIlgNCgRdsmKJg3UJcEym9FSEw4uujVRArhhZAIcqLupGGkvFQ9ywFZTMMvEU5QAS3hI3tQ6U1ECw/mbvTqOiKsMAjl+PzYRs7pZmWGlWlkValu37vi+n7WPH83+0mzehSaJBlmSJRbEhARc0SzMQwyXBJSlRiEhFxUot19xKy/b1Q9y5w3AH1DaFuQO/Ly32oTr15973vu/zHpVlg6WE9wHWvRYYwVI6YkjavnA7EGYzbUKsXrJMxFULU2RyQUpKztjpxvepGOMsyAxgmSZuMUvh3NAACNYr6cBd9tYOVgTwrjTaAL2Nv6nOQIH4iAcyxWMarPadOFo0DyhpvvOqAlJhselq70nA2PZgHY2Fg6V0s4G6MkCCZe+L2xyJzYPrBgyGj6SBQxORbfEfZ4hWAXXaR4nT9xmLJgkxUlUI60bs31Euuv1AP+sHy/1C2KWz0trB6gqM8/0SGBmu6OyAmiFmqebDhGW++0qrPioG8nY4pCl9F7yrQiVxZZR4bARebA/W0Vg5WMF3AYlJgREsJbhjJMCENTnAOaEXQJJnEq/+o1dziWRIPdfSZ+IkYwxzRaQG4uPkQ0hfWQizRadthqusH6yPcb8Qtnqw7DZQo3yCFXaF4tYFiBazF4Aa8Xgv76AmDTLG1qqQs6xampsBOyRjixPGuMSwF5jSHqyjsnCwlPDrgJnPBkawFKVnCB4PBIc23JpTXczubSLZJSNFxJEVJft2isi+Dz4x3k8Ko2U1FBQA+cmi+xDoaPVgfZcAXBjc+sFSBgNbfYJFT8Wte7OzOauBsdKcI3szUHgwWRpljMgQN1cB8zJFJCsV6kyHfBbn1Y5ee2DlwrdeTMqq+XzbsxNjotuDpTupwXo/Nua1WVuffW/b52/WZG1fX/TW63O/Orjp8/8fLEPPMCA3LkCCpQzoNcQGhAwNVsIjjWBFbWQR05NdS1k1UaSCjzNEyj/NErckSE2uXI5Hkjg015w3C2GoxYNVkwpcEKr4QbB6+UYoGzin8VeyxWwl8KE0pU3LTYGEvb4zr2aMW5spupcbdsHPKmGXGJbhQ03JKUydt2Ddkkmz6w7OnfPyZy+uT8r+vD1YJypYq3Jzc9PS0t6Y/+662uULZs6bPmpcQY4zAa+RJypY9mEACwMlWIo9KOLKQeefajceHseKyOtq8awlfFCGyvyM7Hzis0U+Zum+hvWqqeXlU/FYmZG7fT9pJdDL2sGKrQXCIhR/CNYw4FOfyeyc13gAf2TTlzsWNtt4NUmF+KZDGTKdkLdNc3/XzakWN1dWlBiK+Afag3VignVMJyFYSvApgLMoUILlOwb6E5GqxPQaiZ4Ji7fnsbZYHc8814vARs0zmbI2yvEugO06WF1DagUJOdDb0sGKqwPor/hFsLr5Xo86ETilMWVTxOxl4AvxEbM3B9TR2zLE11sAhVtE1quUSVNJ7cFqKT1bNljKmZHA7pqAC1bXLpAtou0YKSLT8inTXomHD8o3s2ZR4usF7Pe8gqRpMgNgyF2w8UUoBhV6WDpYr6cAg+z+EawBNlhQJQ2qgD7eCfxNWjMWmC0mmRXx4Jw0TZMmymfyTF0K7I0uoTBGmvoEGH7qWZd0O+eioRf2PaX7VRdE9gmxtQfrJAjvjZnNZgsJ6dIncvAFQ67qfkqvQRdeef5l/To9feKCpUSEATPfC7hghZinV47cWy4yg9RkWfEMHMj4KGVUjDEHa7SIYxF0ibgUZq/E414rB+tDFegervhHsMKvc8+e9soBQr17SleL2VYgTTN1ZyYkbpzmkGY+UqlwfJYCxVCnSVM1QA/Fyx4cGt6569UDzrqkU7/+Fw09796+w3sPifSjYB2xbrCU8J4dL+nZs2dERMRZAwec+tDVV5zZtXPn8PDQoGC76b+XExcspT/A/JgAC9aZITBNfDimbBPR5rLAJY691BlfpdaIyCK4zN4L6jbhcY6Fg/XJKuPMs58Ey97Dd219ATDAe6FvrpjFppufxhwLofirWWKSHG3ESVtOQYzIs5sBdZY0MxkYovwNvwnW9786LRys4zg5wbJfCbAmJrCCdYUNxqXN3VITm6mJWdQ3+0SketLLxhDxtaLVJMJd3YGVaRguGGDdYH2eCoRcovhLsJQrfcfI1HlH1V1tg+WVYhJdCNOTvdVZUjE2U8ziinfvF9002KuJSOZqGC3NRQN9rBKsQ/PQ9VAC14kMlnF7A4m7Ai9YbvH1l3wWZY2QJtwVy4UKGTsOj/WjMHSz7sbRrZuNBXf/CVYn3wep170XUXfugv6SbpI5z/z62NxKYEuGiLYGVohO+3BtrDTnAGzWCNbXb6CzDeqsBK4TFizzulnF+4EUrKBBNswKlyz7bGt0lJg5xsOnX6pACFA85wvcbEPtlg3WxFqAoYofBetMYIImDdZ7hwqGXtD03pyoWtPFFM1VFQLOhSITJ7BOk+NxAkEWCNae33aje7KTXQlgJzhYStfrgPTXAylYStATl1w2CB9qYe2a18fuzBAP10xYEA+2yy4Elk7FbWiEdcfLvDYJ4N4gfwqW0sdnR/vEBBji/hu0dwd1p5hNAqbJsbwMuQVQFnWw6WX1k/d+kyFmi4Cufh+s0p9K0IUMDVIC2okOlnJqJMCM9wMoWLqOULC/aFfu1HhMUkoObsmKrdakenrDbXADQ/AIOUdRLDvALyYNoFew4lfBGuQzvD15FXTpeoyt7quBj+QYKmtJSd7gRN2UwwKXmGSMRi2rFJOZwKn+Hqw9Yyag6z0goB+vTkawjP9j4+cEWLAuMlZ1tfK5YPO96NNZnFa3cDFAiL4E3C0MoPd5F12tWDdYr80G6BGu+FewzgHWNMZlifdijEuNkpkcAKbIMXyiskvkzVSa3Qa21Qms2yeNlgAR/h2s0kNL0fXpF6wEuhMfLKVnF0CdUxRQwboXZosuF3op9is6XjRoSBd89Rmo6MK7nX/ZQP0HnXWDVZMG0DtU8bNgDbD5XNL1BdCv4ecJr4vZHOBT8ZE84z0xTMK5QkT0f1sTysWsAtUJU98Ur71AR78O1o8fpKB74Ewl8J2EYBkTk53zAylY9t6erdSudO+Hs+DOZ/U7l0a2noqJlYNVWAvQvavib8EKPRcS35MG+4FLvad2DojZyGZ/RmbjnJLh2Vu10f07ry1P9M1c1QQWTEyDhCKH+XtiPz8O1p7nC9Cd21FpC05GsIxnLAIpWKGDPVNHkyDMtJNyOKx95ctdk/KcMDg0UIIFxgZ3vwuWcq/PRRSzgN7eY2hpYrYBmCRmsQmgHqwSkYOwXdwytzrEbD/MENcBSNkVJYZPgcv8N1jPzc8HsJ0XrrQJJyNY+qyZAAuWcZ6wXh10D1a8hhhvIlrmaBhuD6Rg1T9f+WGwuvmOSV4ENrt75yiwVMzeazbnvQKcMD5O4sYxVZOjcSwhZYSIFBXCAdPZ6GH+Gqw9vy1G13ug0kacnGApEX0CK1in2mCyiPtr4EVKoxDPWm/lC3C+EkDB6hGq+GOwOgMpLmnwMeAeOhoKOMVsBDBBTJKnk5o1D/Jq5jRdaU+eXVYluhVOVhtzs1I5KIZvgAv9NFhHxqOzXRaqtBUnKVjKwC4A038MkGBFANXG5yUGKF72hjlMcYuhY0AE61A6QK9wxS+DpVwFbJcGSd7DOSFAsphoCUClNJoCW6Q6FxImsLTa5y/9GBaskHq7SHhF3Ko3RJnmBPbyy2Ad/j0FXa+rlbbjZAVLeehcgOlHAiNYnUDVRGQTXGBe2gLebBhC0jkAglX6RwLAoGDFT4M1FDjgcy/zsIZ3c1aI2TjgNVOV5rEqWsRVBjBXzGIKgcIXNXFNYHmVGHwXyvwxWEdKVGO7X+DvZWiJYCldBwPsfjsggtUNckSkMgfON/8zAjul3kJ4UrF+sErHpAPcFaT4a7AigBKXNFjb8PTTF/jk6NdQGJKgTHRfFpISJ2bfom5WYXXmyzBFmop1wpAgvwvW4U1OAFvfrkqbcvKCpXTuAZDye2lgBMtpTOW1mZc3r244sPYCXGj9YP043zgAqSh+G6zwSEiZLA2yG2JyHvDica6hyJgEOz1z3Ue/LGYj4llQvSUHlueRkixNRe+GyHB/C9ZP76Dr0qlNPV6d3GApoX0B1A9+tn6wegKZIrFNdj0PgPRYEXHlQz/LB+vreejOsftxsJRBPiNmtAWewzn9gQoxW+az+X1bOhvFTEt2iGGlO3WTSwDWSjOZxdClq38F6/tNKoDtwjayl6GFgqUEn49u5teWD9bVNqgxvqMP8w2WUw9WNoRdbfFglb5UANCnp6L4c7C6AbXiNVK1RQQddeboHJ+EfYGaLWZfjtrkEt2IUYyKEpHqOkiokWaiNoPtCr8K1i956CIDey5DCwfL0C8EYNEhqwcrfDDsMA6DnHuUJ6y5cG6QtYO1Z1M+wAVPKP4drHAbECce2o4cIPLCTh2BJZqYfAiMEY8R+ayLEpPMPKiN8TyJFYlb0dQvHNJcLjDQj4J1+Nd84/Gq7exlaLlgKQMGo/v1Z2sHS+llXI+zHXio+RpWLlyoWDpYX7+DblCo4ufBUnqYX/U2qBhCgKnlYlJj3ur+OnwmZl8CLH1PpLyg8XRieYYcxWzgEv8J1k8z0UX2bIOPVy0QLKXrKQDqC89ZO1j9jZGWyak+nwnDgSzjv+m+lg7W86MAbOcHK34frHOA3IayJOc68SrcJyYxCbA5Sty0JYyrFBNHMePehQkvajNgihzXF0A3fwnWYc/q1Xlt8vGqJYKl2IfaAAr+KLVysK72DFxa6/uNu49xNGcL9Ols3WB9v4aG5Sv/D9bVIVDgTZNj1lurJ2BQF2ZIo33P0LhB9MulH4rZWDhY9bFKflkxz5TLcc0FLvOTYP00Fd3gS5S26uQHS7FfEgKQ+MFhCwdLiYQDxpla21k+36w2e+707GbZYB2Ziq7HFYoVghV+XdM9ohnblpXgNv8189e9Y091d8zXX+W1l50AM+T4ioChfhGsnz17ry5tq49XJz9Yhq7D0Y06VGrdYA2DAodIxiK41PdahBgRGQ/d7dYM1s9/OgHChtoVSwSrEzAvU3y5Ri5Hl1rTGKVaSIwRH2N3OESXlWLMAUwaB6nRcnxJwF3+EKyf3mnTq1ctGCwl6HwbgHP24X8frNhvPpvsB8E6y2a8E1ZAl2CfKQ6fej5JRVgyWEdeQNfnErtijWD1BZZJM9pnxQA5+6XBaCCr6QSHMS7jl5zTRLezRJ0jx6Pt27EcGN76wTr8Z0Kbf7xqkWAZzroA3dJDpf8uWO+uLYSE2oWvxLRysIKuMi6wW5Hic8z5QphZLlJeAsODrReswz+koBsUrijWCJY9BNgmRzFiI0B8knlU6Itioo0B9jpEZqnkOsQtc6JDjq1q5AeF6Hq0erCOlKCL7NiWH69aMFhK+KXoUjZ+/2+C5ZX+QlnS+60ZLOV8WJUsUrnZZwtDBKgjjVkAtgjLBct0ftYqwRoAFGpyNBlvpQAFWWJY1nR9apsTFfZWaXWQLX+r8s2DORhsrb3o/vOf8W1471WLB8vQcTC63c/v+Wefrp5/Abd8J4aCTUUxrResMz0XFnzqe7TsKtisiVQtguEWC9b3v6agG95VUSwTrG7ARjk67cV4oDizcZBVhZisJnFOKuydWEhJhvyN5Dm1iRhswzsFt16wzO/tbf3xqmWDpYQPMgL07tf/YCPjmOmeSh2c9tqWtEQMa1s+WKddfvFtt9xyyw233gkLRGSF73JVP89KyQxgoKWC5bnX3HZOkGKhYA1rdrmEKzlTE4/1CcAXxh9+0mRI8mRIc8zKgwLU9XJcruzV6RjCevTvrLTuzc8//5DfVk8Otl6wDD0Ho3NuOnz8lZVD4xPQLV6TFCW6EWUp6NZFt2ywTr/27A71rn/kmjAw0qStgvvPOPuG2669/PTTT3Pfi5DmEKkuhkF26wTryHzc+p6pKFYK1gPAl2KSvHlU3ui34sRNmwvkrDjakGStDsaKzFqEsex4bCPmlKh4DNYv+mvdYD1XqwJc1xZPDrZ2sJTwK3HLe/44ufptnopu6ZwYTXSOpDQnrRCs0247o4PunpvxKDPm8t7UwXDGGWff8iikvGK8KoacapVg/fx7Abou/YIVawVrOLBBTLSRqUD+mq2a1KucD3xslAzIEa9nc6jV/5LJ82CLHFNl1t4EDAUpcF240mrBMk9tt93b/njV0sEynNUbt/E/HeNdcFMOusLVNRniFjtnFTrnbljXkq+Ep9fnSnd3CIAan07ieuNmFfXGDl43PgzjM0Sqc+A8awRrz/Or8L5kWCxYvYFnxUfMBwCLy1xSbzvwjOYuWT7gkgZ1DZfST84b75JjqCpal4ihZMpry8E2oHWD9dwbatuce+U3wVKC+oegi//1x6PkauMEdNM/jdPEbeu3hegW73qvrOWCZe7V7XcCxW+tiI3dUKP/Te3Mh/s6eN1zjWdS3LcQEmSFYP30QgK6IRF2xWrBsncHXhNfWtE4gHkbNBFtMRAjulRgsnjsVHk3So5L21lRiCF11zQRGQP0a81glXruHBzUWWnXGsEyhN9rQ5fzg+8Wh9KfJqkA+WnrHeJWmT0anTp+R7nI3BYN1ml6r3TXgLosSnwGiT/SwXDrow+jW+ASWZEOnU7z+2B9/UYiui79gxXFmsHaKU0VoUuvKBdZCmwV3btAthi0XTDy+LmatmYChqmfjfDe8HVlKwbr8KQUY9dJ++pVqwZLsUd0x23pS6Wm/5MmOQHUMTWeXDn2r1MB1I0bKkVaOljXNjQpDOo0aeQqgceNX7vvJjyyRaLGwzVnXHuaXwfr+18LcLv0TEWxYLCU3sBk8doZJzrHVNwWfTYWUDNFt4vGSM1aTIkmx+ZavxzD7k3TNNOFOb1bLVilh0ahO6WNTW33w2DVJ6tbJG7Fh/Z4XtbXJAIs/nanGMqL8tCNKosVXUsH6+wOhscgZ6eYuGbCo8bi1h0Au6fHsyjGuInizvrFrWtP89tg/fjnYtxOce/AsGKwTvE9cDNjZrXokhIxqI1XrX5q2jn6LXx0nFy9XKLitmphXGPXkoGw1vpKeNjYJWfrH6S0a/VgKUq4cbyQhJK3S/WDUrsBUsomiqHyranoVm2JNs/5ePcfBevH39Lmz3/jzyP/J1ind/B4HEpc0ihzk+p5JbzxTiBtQ3R1zPpZmmdQ8u31f/7s0/0zWHt+SMVtsLGEa8lg3Qt8KF6fkebSf5uxFq8cT9B2AF+IoZbxVXIMsQsX41HnELNFwEOtEqzSX6aj63Gq0s4vgqUoXS8Nw+2dQy+NA1h8ILohClNGASRuXu+QRiv/WbD2eM7Hof76838P1uUdPB6FmXHi4dpaUQDcdL3+Kw9CwjJNvPYBd7t3O5zuh8H6/rdVuEVeZlfcLBmsofhM3JuVwlzRVafS4C1N3MaaNsU/u2yyHF1M2Ti8NjcfNtqpNYK1x/hWbhvW/njlP8FSlIF9cVNVgDGTxRC1ZSa68UmVYvg3r4SluSoe6sYTEKyngNQxU8ZuH7t+4eqZKQB33uPeTXoTjDYHtRJ4rIPuBr8L1p4fluIWNixc8bBksPoDK0XnEDEWDjeIbloB4FxeuyZbPCaq8G6GHE/GtDEqbn2GDbQ1u4x1BjCsZYNlHoN81UClnT8FS1HO6mXDTR39nhgq988DSEnL0sQtO9UzxWgZjP/bjaOlazB5+/+/Et56J77CrrnV2O4QBp+Ye3UA1Ls7uJ3uX8H68YdxuIWc11nxsmSwLgHSpF75mHLPtPa8aGO+DMDqTPGKy4G8TDmONxtO4HS5rLMxuOaAmH0E9G3xYJX+MAHdle17Rf0uWIr9InTF+x1iyF6Cbl22QzzeIH9tled65dr3/y5YbzvRPfP7b4uAV0v/56K7sdHKJOSa+673fCL0/cC+c5IKN3t+7WJ/CtaPm0bh2Sh6pmJmxWCdCYyTesmpdRkiMsIJuZ4faAlgLGkZqqebhik358jKxTCkX5D74JgNRo0Qk50JMCS4hYP19Qvozu2ptPO7YIX2twHPVLjE8OxogIT5r2jep/6tPLOKBRONH6ab4/4uWCXoltafr/4lXf+f9z8H6/IOXvc9ePNND9/x8J03XfPg3XqRDPeYPrBnZq3OBx6+vYO/Bav0yOx4T2qb7WSwYrDsNiBZRCqXp2+Qeh97F7UcBwA+cJlvFEyIkWPI/ou9+wyrqo4DOH546qKCKImamnvkQtOy1IbttG3rab227w89eQoijWQpoLLEcCM4QjRXKogD0zAESdFcmS3JCpu2dy+65557rgeVqxXjXryfFz1S1gu7z/eM+////uPjcAhp1lxxaHo18J5YjMmHDi3rN1gv56Mb7bu98sBgBbQGKNqmiUPq9gKAec4dz7ItYUqKfMJbS4s4YrxRKIo6T7C+B5w/fJoF/PIfg2UuxDLdeqedESvTyFHwzvIDuWkTlpesjge4zb4A3sMeCX95Nd28uxqqnMkbg6W0x/kkXsK8UhGJioH0XNFpFSowt9Q6c3S6nEvkhAQcbG27+iumIcBizfrbEoCe9Rms56ahG3GJ4uOBwWoDkLx5aYrYhe8+AbD6vXBxKoHnt8WMmy1l208aZ/mun3ieYP2E7sVndK8AL/yfvYTd/Ny5+XaqGfWgvsPQk166f/vCOgzBw1oqZ/PKYA0z58scg+XmgIasVNGVHgL4LlIMh613TFbvTlNxGN414MxDWheKxS6gWT0G67VsdG07KT6eGKwrcYidG1Yqs+fGA/O3JopOE5ExSXHpxFCiiWHBBQRrLbqfntElAN/8r2kNA90m677bOO2Rh4zHQc9Z1vDzn1tUZ66uO2euvDNYzYC5mojMwFivm7kF2BUuusiDAEvEcNT1a6vIA/twCOrYU6nuHow52C5bgdB6C9a3y+KMTVOKj2cGqwmgost5PhaIe362OGTEbo+URXxeudFyyTsGKzPOE6wX0f3m+N+/BtT/+khoandXTc0yxmTdPSoocNRttz90r99pV3jAwtFPfxufhOHqGtdKe2WwOgVC/hgR0bLgkNiFxYG6QRzKE4DkbeKwH/hCzpDhnAZp63f2qKvONlgZdcbXhP3rKVjmYoYQ31pRjw3WDRB3qiIWp3kTUsRQTPze1HXxaZL5yV5NUqbvTXPucF03w32wXgfzzdVvSXDiP750t2o38I4r/Gpy68iRI++81c/qlnYNvjXn179en4+hvflK+WzeGayAEGC/uZI9TURSPgL4TBNdRDZQGG60CSgUq8iMtTgE3jO0pneqK+S0NKB1/QTr15/iAIJCfWtFPTdYnUCdKDuOb4wDclaUiVOUGhvDOhJKxU7bc4TFVc4h3Yyf6DZYr6D7Sv96LAFYu+n/Bsuck3zTHd2uMLrl3i3XNvTm5/QNy9IxBI7uqtTMO4Ol9DEXsFflw8YyEUldDeRkiMPHSa5brPeBbLHYUxxX092VoRVwolRcJgKD6iVYz72oAvTtrPh4brAucw43Cs+IgSma2KVMniGylYrcqXBc7BL3xvLORPP+HPULt8H6G93r+uo7gG9q5RAKs1rt2l170113dOtWY7i63dSu4cfLqPFmrkKHKm55Z7AeBtRosfsCyBO7bflA8gFjbt8u1zqHTCBJOz0/ZjwOQf1uUGoQ0KH6e/pIFfCv+2Bt+mqc79BBLwhWS2CG2O3IMnfTH1DHnUydl/yBVM6bukOk9HgMJ/LCRTcZh7wIN8H6RUX36ldrVWDd/xng57ZderyuHThw4E12d+l/GTjw2nYNfmrO7M8KcLK1Pv8OZ+8MlhJiHqU6UYWCKLGbrAI5n4luCXAwVXSzgEQxzDHOecfW0d2Y9j7AvnBxKQCa13mwfja2kwX7TsXx8GC1AJ41g3XSXDuTfJCNkSKpiSJphbBrhhgmQ2wsjNvvbuHoEU7L+b62g+VeAwcr7at1KuYi0Qs5PMFLg9UKyB4jdhXATEdepsQCVESJzF4NcGJBpohkmcsUtDmHVQyhijudgiF+afV5DXV9as6mb2J8c0W9I1jNgVxzxtQpsZtB+pJ0c4BI5SFYP1lME2DssWRI/3iM054jZwXr67GYxr32zEUTrIgPFxWpGGyXGltNzstLg9VigLlcofIExC93FOk4uvySj7ZgKAoTKQY+FpHoLwswXaO4498eeF9cxtZ9sD7dNck3V9RLghUAHDCneH4mdpv5Uvs4NidT/3tLTlCwJFNcPob8MctVyD4wxiFvJ9ZgGb5fg2HxL89cLMGasWDuOJwCr7ngmysvDZbSA0iuMh//4nNF93YOZyjMfQt4T6K+mo9ufqH+c8fzjmBWJ4pLep0/Ev42D11r31pRLwiWP/BZRrRI2XpYJSIRY2ctFamqEil7KZ/Yigixm5FgfGV9AFZGpKwAYvR7rAPTgHPNw/qmeO3atb9/s+mZiyJYER8cnzkJpxH3dP0XtfLWYDXtADi2PmfOA7KixU5bhqn/kGB0yVuAQyticDjybuRSFUL83f6ne8GkKDFpcUBAHQbrU2Mygy3U97bdG4Kl2CCGg/pOVuM7weMUp4id9u4RlY0LHb9OKSF+e7ixrGZclURWAPnLJxwu4BzBsroYgjVnQfFKTG1btVD+DW8NltIKiNsvdnsKgPWJxi5ow1Nd/JUWwwKpRn1HX+NXNQ6ecvtn1LID7EwUUzTQoe6WNZiTGa7vqvh4RbCCAYqNXaaLRLRsMhyDP/ahFk3QJDJV79T8nJUU6m/gYVa0SORmTIu/u5iD9eaHeYVJOAW173GZ8i95bbCaXgrkR4uItghgX5SIfAn0adWlsyNI/g93xGJNWJnYpc6DQLd/TEODqk3EzgXa112wXt6JzncGvdcEawSg7hfRCmGriJZ1JEW0hTOTyP8sU0Q2ZC0UbR+LPsimQmQhJEfpPVsRjy5+e/nJizZYERkbCgsw9erTpMFP2qzHYClDA4GiRMeEBoCcU4mJG4E21n02mBa/FCkOWiHQ83zb8WdqYjoJ3FNXwfp5vG8yg5cFq2kw8FGkiMw1joHXNO3ZmSprFpgXxBMzwsgulcTNe0TeN8cbaROyYOqXs0Uu0mDN2f9dNiZbSGhPxQPUZ7CUHgAzy0RkTDa6sdkqBHZSLEJwiFm1o9qQ9qsUN7oDe8VlMzCkjoL12xbfZAYvC1bT0cBaR5vGOz8n4ZvTKchLFIeF8bAui1ViqDx96G/q9FzH7zl2EQbrjePFW1RMIaFNPGTzWb0GK2AwQMJSkRnpuIz2VyxCAXVNXqac9gnQXXFjMLBKTNpcoE2dBOvXQ0nGZAbfYgavCVZAP2BfuXnpO6T36mDykWP6BTE6rFRkBZ/MhHfKLG9A1ybKaeEL4i6yYD379uZ1uAS2HzJU8Rj1Giyl6XCAExsy5kJIEA59WypWXW0wtVKs8oA+51tFnyamxGwI7FQXwTLftnvEvbE3aahgmRfJrCpxeB5KRCRl2+xSsYucqRaXyzz2lK8jTJzKAYreF1PisviL6VvCiLRFM3eqmGwdu3TyqKtz/QZLad4PJ1vnln2u7xDc68zzgJr3BXWhWIWdZ1xMgA3UVDE9q8LVTWs/WJ9+Ncl3ipe3BSvgHmB9lBgOw0E5bWESbDnGyhQpT5PSxQnRYleGLtn5BjUlbOzFs6xhdu7y52NwsfUa3MbjPuv1HCyl6XU2HEYHKEpAy5Zn/4H0P2uAXwYwXKlZT2CquBwDRiu1HqwfX40DGHSV4uM1wQroDWTPFqcvYaY4pORGilTw0UxUKkT3GczTL5QaDknLqkQkuiLuYlmH9cGxknWxuNjah17picsM6y9Ypp79OkDwsAClBpcAWWI1B+h1nnf5H4nLQaBLbQdr0zf5ALbRnvg/0eM1VLD8Hc+DldZZtIWa6JawNnrM/KSqlK2zmCx2ZUXqeubv1kSSoHUQELv31BfJgK1f+0YerKXT8w7txHpr1fsST/2c13+wFP+WV3Zt6V/zU6MNmCgW5UCwUrN+wHExRaYDQ2s5WL/+ngQQ2KrB16F4pQYKln8fYOzSajffRaXm2r7VJZSIaBl5ZRkLImWyWpS4WU2PFimALlcNwhTczL9ZIw7W7LAVM1cncVpQ2+5PetyDYAMG6/zaAsfEQlOBgJoL1wviloppDzBIqd1g/TIP3XDfYgavClYosHqpOGjvH90Q/bZ5SO8qEnZBUq7oymcxN6qIU6K9vbVUZCz0UJr3DkQXqB+MW5vB+sFjghWxNO3Yd+vnYzGo7ZCuHn5J9sBgdTeWgVoUAC3crnPfUi6mDcDg2g3WT8agvj4efOHxbA0TrFY2GDdHHBIrZkHFBBibaJwsEBZ+NMk5lPsoMJWd4WKY55hm5N+k9yBGDGuiKLUarA/XmC9kGzZY205tnrYmCQvb8NCuXrB5wwOD1SkQxkWLxRq3D3nNgGJX4CL3AZfUZrCeewVdrysVH28KVudAyHeefXlyJ6CezHCeKj6ZLE2kMlX2Ly+TqqmxYTNVjolTEVynOPgrutoM1rE1AD0UXcMEK2Lpnt3bx6/Eyta345ArPfzOyoODFdAa2C0WCUBXt2ceLhHTxFkQfFktBuubnegGe8HVx2M1RLCaDwB1gujCt8cBOcdSco2pHpFzmSK6MbHMjTrKspSyrTNTRaZXbBCRQuitGGo9WCcABhttqP9gRWcc31u4JplqBgxu9bCnvmH3jmApQ4DxYlHidm/O1UBatUUNbZVaC9a3xfEAI5opPl4VLP/BEJ8nuvJpQHJFosgcY25aYrbzDN8VTCInVt0mdlruWnY+a5zD279ugmUwvyCvx2C9+eyeVdt3rY6jGtuAtqFXedt12BODNRRISpXTNgOt3A3Ajc8U0z6ge20Fyzx18FLf23ZvC1aTQNgVKXaJGwEWpIhIFfCGPnt7tqTt1iRx6qQJy6DY8bu+mORc374X+tVhsMz7q3oK1sQDL604+M7UZKqztb6mmTfdWHl0sJQQ4JScttVdhK4CjogpGrC1rKVgfWqcOhjYw0ue7z1WAwTrOpgULXY7isCckRwJTBZdaiwVO5ZQoqVMKZwjUrYqh5ijkaJbAcPrLli9AxRDHQdr9ht79m/4ZF8MZwrqe+mwVg977SfaI4M1BDioictRYIibTyYrxHQcaD1woHkk0uX/J1g/J6gAV/sG9XlhsDrC82KXUoHDBNHFmrvklwPTYtij/w7R9iSoFFdqrk9b+zoLVn9XKeoqWBEfhK1aUVK4OD+JswzqF3rVUG+8r/LwYD0cBCujxWWRm3Nz/FsDH4tTZCHwhJ9Ft7uuvfw/BWvTyysBbL19ixm8MVitYat5ltzgAea5lVMhT+xSs5IWZEGh2GmVu1TWv6tZ9tr3rZNg1VGvzGAtPrXkrUP7xiZzDsG92l7TyiO32jSKYAW0B15yP67BOh65wBW3ylkQONKvuituufbfB+vbg3G+UwcbQbASsIUGhDh/kPWwQex2szG8qnD+ARHJXHGC2AU7RGSHZt6kB9dVsDordaMJNbEN0FN1WaO56npksJRQ4K0LCla7NsC+SOvD4+1+Z+t27b8L1qbfstF19J066KXBGm4MFy2Fto7NExXmAapfikhKFpNFImdrknl8J7HfJYrdB7PGj3EOrLXVVbC6Ki51HCxbh6svHdyjzdDGdr31zGANAY6Ky5Jzv8O6fOAd3a54zLrzWVsNPO13Lndd/i+CtenvdICgIV77btKzNECwRhtLY7TxDGiu9IdlovvO+E7wXbZEip0WdgTmLtTMYVnrJjr+IQTUUbA6KXWjUyAuwSGjr+vS5oaWjeamyguC1R94T1w2n2P+Qrubuvnpbgfetu4jDLrV79Y777z17Jusyy80WOagvpAnFR9vDdZ1sEbstmLrqf8wTXPu21ovIl86Pl2RGfsgYYIYZqux+8j/WOQNoEUdBesypW749xgwIKRt79BWnb38nbp3BisgBFgoLmvPfPq/XK+VYRQwxzpM+e4bb7/77rtvu/3BR+/0q+aWyy8sWJteOIFumLetqfNcDRCsLpCUYlzsWik9zCkNebBTRCJ2l4rkFseR/V6Z/mPeGJEv+CT1MAWavVzQycuCpSjNmze2hz8vClbLYDgRISYtB7jM8iR4i5/LSCBdE0PETqxsN957s5/FHRcUrB+nqQADfIP6vDpYXYH3RWQ79NaLk10udi9Bkia690tg9fJS0R0i5qUZJ8ZVinZsuUjUJLjS64J1sfDIYHUFEiLFFAUE+puPgndd4WfxOFAoTu8BZyRrpJ/FtRcQrN9Wo2vre9vu3cG6LNhYI3oULlXawLgqc3jtDhGJXJ7DyqPl4pCYDOo8PtfEoWoltKn9YP0S6wtWYw1WKLC3+kz3ts6bq25+1T1kfT1fhGHWypWTMIx63Poa67zB+vZvFSCwy8Vxf+2Olwcr4HrYLiJTIFi5AeJni90MFZaKSF76xgWZergqihNlCc/vzkZ9Xwzl2dCstoP147L5AL7LYKMM1qVAmLjsBfpY3lxZ3QicFKexgLp2wRvRERFR05dkoQuyLiNtd55gff26ChDiOxZH8fZgKffDXE1kOtCiubk/PirW+EV5dKTotiUzrWpxfJpEl2wWTRNd5mLoXsvB+mYNuhDfdbAxBqu5DdQqMZWtB7oq7e7wO9utt8H8SnE6mT/uUKWYtNxp8VRf5nDXmcH66ZcfTwfrr68KAIKu8S1mUBSvD1YX2JloJKqrEgSfid2YfJggp31EMtlsDBe70sLFH4hdykYIrdVgPTcXnc03oqhxBuuMYyiWJsOglrf4ncvIUcYMSYM2pkoTi/BV84FRD5z7mRBd/NhXfvptkxGsbBVgRBvfZdDO64P1pHFc3I4s6KL0hUUixk+nRFe6O1rfAq1OXm2uoPlgPjmnNBGZCdfUYrA2vbwTXd+rfB+sxhmswcCG6jsJb/Q7tweM1/M1mh4D3H2zn0mxGIRpVsJPq3G633cV1Hl/sJRgY67jMhimDIe3zLunraJbRUyYtoBiiZq3pkx0b5E1ST1c5vg3+tdesL5+B13gNY1zIef5NfpgOY5SzRWXIuOx7pweBZaJG5MBHvMzXW69kRtBNb637RaNIFj9IMGY6Dhc6Q/F5t6cCnNXYdKKIvVdkfJESc3VJCWfhW/HMkWkAtrWWrD+iEEX4huw3WiD1RnI2iGmSsB2p9+5PQZsFnc2A3ffaXnrbnFDl359bVi09g3qM3l/sFqBWi4yUaVX0z7mS4bDznLtYWreOCgqM46sZ3x0BlkiM76oElkB7f1rJ1jfv4Mu2DdRrREHaxiwt/oT4e1+NXgIOC7uRGQDj1pWYlXXvGf3fsE4+Y7FOc37gzU00FiJNY0RLbpAujkLcmOKiFRwVNuzkzzRTU+CqUUsEcMUuLppbQTr0z9y0A1vovg02mD5jwAyxFTm5onQWNUwQdza4AqeNVhW/k921++0BnRWfFy8P1gB7eFzEcmNtfUeBqSK3W7jZMKolSujRBL3lx09nCjaWrYfjie2UgyTYVCLWgjW96+j69Dd95qhMQerJzArXEy582HUSL8a3G7EzZ0ZxoZo85GwBs2vbOZb1Gfl/cFS+sCaVJHEsThsE7uPjU1fyynRxG5pAeuj0jiRmbJ/6sFIMWRA8GX/O1ib/sxB19b3mqFxB+s6oMK6UgZu9KvJbUCuuLcFuNcVLJ8L0wiC1cS4mpVNw+GtUhFZCElRIiXOb3X2ksPY1RwTkRRNnN4A29D/G6xfnLdXrXy3V407WE2vByaLaccs4F63wXpW3NtrmZqs+FygRhCsFs4XnDsWrQdQl2WKRBvn5oxJ08KnRElirLrneeMh0SINuPL/BevTPwrQdfTdXv3D3p3FRlWFARy/NzqIQhVRbHVQGRfcAONS4jJYurdp0wbbpk14Jv8PGBmhVqApS5ECUtZQy1YRECgiEHZkUSKyGnYVBeOGKBrXuCXqi71z59JpO53O1Afu3JzfK4En8s+Zc8/5jubwYPV1BW7WW74AcvWIwTovkdSe3goU6gFuTYmSA4J1J4wcJwErv5oELNwntT44KYbXWH90CwfEv3biRWlWfmSHD+gVIVhR717176kpmsODNRAY7ZegQ1OBIZGDtVciqPmqiuYVlkdTouSAYD0CO2rF5J+9FPhK5AI0SpOaXbBx17RVIv5yv1hWHduPIeGa/xOs39ep+drNnB2sLv1bfPc77YOc7MjBapD2+L/dvQ3AV5iiBwzSlKg4Ilg3G4UyPHdgdOOEmo+AT+VFWGueb5i6FOZXyGX+mi82E9DjwT6dPzhqnb267Vq1exXg7GDdA1QtEMsowKu3Lx04KeFVzPtgIgZXSYrac49V/AfrukdhjRj2XoCtW/buNwL2DRwQkZo5vN0wLfRIzLjvphN0exet08Ha+W9weaVGXwU5O1gDgW/EshKgQG9fIeBbvuX0hAUSqrZm5Uuj52BKL9B19YswVvEfrK73wpsS0DAdWLoJFsoW2CTif8/I1rw1fjEdenlUNYb1B6rhGq3TwXp+KoZn7tQUi5ODFZjmPlws3wHpegQlmOZsGvXZiiNjPz99duzwc+8d3DhiMkFFZam6ZYCmRMkJwXoUzkmTL+bK7GkErJYlsEykfGLdXrmsYvjUyQC+7Sdn1YyAnp0O1gsjMDypPg6GcHKw+rpgeo0EVV4ASvUI8nOJKM3IlVpgxc4Bwepyqzlz1L9xYkPtaAKmyBRgjAzb/I5fgo5+Mp2AGStFpHYHPNHJYP0xH0MPdfaqBQcHK2MIcNAfeqsmLVWPJHNouo925BQGH6FQO1gxc0CwtN4wWiqHyUF2lVduA2bu9ks98IrIvgox7VuynqD5YjgOT3YuWG+8iuHqZzWlmYODlejR00I30WfVAUP1jmSWFqYXuVq1Ks1bUnC5VuoTYcycEKyBcKJi9/qaS3Bi1tg6eLVeZEJgSLKlpnEZhlt73g18Gbz6/ED3TgTrpzOTAXo8rpZXLTg3WEkePRPw1YS+UJ+Tn1+Qn9lxtPJLy4YUer3pXm/hkJLiguy267LBmhI9JwTrWrhQ/jGjj46E47WNwPqawM3CKWLatya4Jrqqa+CVnbXBm4Tdbow9WH8uRz0HEI5jg5Xk1vWhwHYJqtmFJSe9JD9F/188iZoSPScE60bg7Pv4Li4BVvjXVsOoikN7oDF0deXqfYd1zHTDUREZB/SNNVh//TMZIEENKGrDqcFKdgenxaxpXmCFSkjP0/8Ht+pVTJwQLK0/HJuwjAvnP4K6SxUfwuJVshB+EZHD59Zj6H1HFy2gL+ZDFRU+uDbGYP3wog/gXjWgqC2HBitJb5KZC4vPi2nMSFrxZuud5VEb7rFxRLAGwsyaA3CmYST41nxZBaPKR8MZWXBxhLm66tviYPxSv4hshbtjCtZO87Ul131qeRWGM4OV5NabFLhChiNXElC3ftOGOkxFper3YFy6QsG6JgG2zIPqc5dmgm86wPRFcOrSZh9Aj15dWmWpXEQWQb9YgvXHQvMfu0rttoflxGAluq1joHwgloO+qhlHKqWJv/LiqJkArmK9MzJUr2LliGB1eRAm1s+AyfMuTaOtZ65v/ZbAUREZEdMKa+ePFzA8qG46t8OBwUr0NA88viiWQw0rK8RS27ADoFupHrssTYmVI4KlXQNsXLUOJo5fD9D/QRdBe9ZCwu2tsrTYL+KfBj2jDtbXB6sAuqkxyO1yYLCydFMOUC/t8K/Zhjm6ITbuZE2JmTOCZQ4ravQRcN/DXbV7nsJw6qS/HOjTeqKyiLwC9Ik2WH8uVa8tdcCBwUrWTdlAnV/a43/fB3hT1M/BuHPFgtX9JvBN9WG47UYrPq/+fFjEX93qa2Bv89r9WOgR5TmsnX/PAXD1U7vt7XNesBLduqkU2CgRLKkGV6laXsWdKxYs7fb+AK5HXfTvpRmMA6I/i4T5GvgMvGZeuL/puqiC9fwpDE/10ZT2OS9YWaGPDK6VCCrmA+l69LLU8soWrlywtBsfcuG6v+uz93QPbsTfDAesF8Uf05rdAMwTqdgO90Vzl9CazPDQ9ZoSgeOClaibrD33SOp9QL4epcHq8JVNXKFgWS+43aCFeBxG1EiT1fBQyyot+1ZkXB1cG0Wwflut5opGxXHBymoxPrRBIpoBlOhR8ahfg7ZxZYIV3tPWDO634Bat2WMwtUJkPHB9x8H6dakafBUdpwUr0a0HpebCpEqJaDyQrnIVb+wULO1e+DA4vOjW0OlZ5gT4d+FmraNgff37JIBuajJDx5wWrGTdklkEW4dJROOqIDdT74h7gNq8shNbBet+mDNGRFbAU1qAtRn/vsisafB4UlJSYqRgPb8Rw719NaVDTgtWlm7JzjGfFo9k1iJIyFarqzhjq2Dd44LPzcv1D2iX9QIqRcZDQr5u8AxKCh+snT+uM68OdteUjjktWIObg5UAmw9LRLXbgYLIW+0qV7Zjq2B1fwBeah2s5H4w0S+18yEtPzvF+sjcNljG2XY1BzkWDguWW7fkJ8DyWRKBf+5BH5Cnt8utDjLYka2CdUMPc4W11trDShwwOPDFZ7TI3LrgLKPiVPPSfJtg/bkIw5Pq6mCUnBus7ASYfOpcubSn/tg6MJfs4Q1WW1f2ZKtg9QFWisgM81hDUoY7eC2sUeRjLOn5epOM1sF63Zwk87g62x4t5wYrswiDb+prb9f4pZV99Y2bfRhyivWwPIPUsSu7slWw7od1fpExVXBX4gBP87WwBpE9AMH/Z4GdhyQrWLv+/WE5QU+p3fboOS1YntBXUYN8+2ccf+nzhspZfpGKo3NnD999Zuni5mdRw3BnJKvFlX3ZKlg3mzOMZoMr360H5UHdBJEVvqpjZ1/Ze24Rwa/RWVawoGoaqLPtMXNasDL0ZgXeHCJLKw5bK7XPbm92Ctb1wBER+R5yU3VLiTk60l8/TAxj3gEKradL+rgIUGfbr7wrHqxkPVR2WRrtSy9NDbNxpdZWtmenYPWEbZUi+5ZDYYvV/Qy/NKtdDQmpwcd3r3vMheXqpzUlFk4LVqK7zdOo3rRutObK9Q7NVGurOGWjYHW5BRbWipz1tfjc7IUDEqp+EhQbwQro2qffk7cBCf3U8ipWDguWNkhvIyU7r6zQm1bUDXDl5KZ5hxTnt11bebLU2ipO2ChYxqGGcyJyAIpSWgTruIRaYK7APCF/846Bj/TSlFg5LViaR4+dW51giCc2ClZP8FWKfFsNQ/QWwfosNFdn9wBe41yDYis2CFZirMXyDFJLq/hio2D1hj3mzedu+S2DtfznvYfMJ0/GvrepGkjI0/UBmmIrNghWLMVye7LUrlX8sU+wurtgicjRDeDVQxQSMGf/iHWTsY6Oqvd37ccOwdISB+lhqE0rx7BPsK6Cqrkib7a+4ZXno6XcslRdLbDsxxbBMu9HRN6zUufY45htgpXshRMVMmY6kJY+JC9Ft+QPSS8iKCetsDTwJ4M1xWZsEqymZA3wtNeqrGQVq/hml2Alp+bCFpGLmFyh9yZSMgtKy0pKyorzslPVg+F2ZZtgGZIHZXg8bre7qVJNPJ6MrAHqR6AT2CRYA/QCF6wSeRdLQrEehuqVbdkqWAGJiUmGRPW/xTnsEawkXS+DmWNEGmHj7o+PjwRy8tSLlvHEfsFSnMcWwTLuVHhhhjQ5P06aHF4xDYpS9XDcar/dllSwlHAcGCxjGLe5hdVsiQ/K1BNxcUQFSwnHecFKMvbVXXBJQlQshPQU9SpA/FDBUsJxXrAGBcf07ZVQ46EoU725FD9UsJRwnBcsj3HYCqpbBGvMOXDlq9VV/FDBUsJxbLBY9MuUCX4xVLy9ZOriVsHKUHtX9qaCpYTjzGBlJhBQteGjE3umLyagMEUPGqy+DNqeCpYSjvOClaE3KU6jlaKhKeoRkziigqWE47xgJekBeYVpOQT5irzFKWq82n/t3C1SHFEUhuEbNjFThcoG2iGRiUxqRK6hhx9B9UEhENhxKDwbmD2wvMQlNXUDfYCiurueZxHvOeqbFcGiZXnBKt//7tmebTY/N7/OfnwzAjI3gkXLAoNVuuMvB47Fam4Ei5YlBqusT7/+uwJiuHaGBIuWRQbrj9VJ15123claq+ZJsGhZarCYOcGiQbCYJsGiQbCYJsGiQbCYJsGiQbCYpvcGC0YYESwYQbD4BILFx3hfsJ5vYJTXgnUDozy/MViQ8FKwIEGw+A/BYqJywdpG7AZIuo/bcuA27gdI2kVsy3g1Yj9AzsN1nJcD53H9MEDOPqKW8fqIu70fi5Snx4jauH2PTwMk7PZ3EX1JqAF5V1050F0F5NWSsVYs8i4aV7G/CMiq65LT1+0RJNTLVWlYXdYjSNjWvgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALBcvwEeYJ0NTsKiPAAAAE5lWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAAITAAMAAAABAAEAAAAAAAAAAABIAAAAAQAAAEgAAAABb8kjugAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Реализация паттерна синглтон (одиночка)\n", + "\n", + "https://refactoring.guru/ru/design-patterns/singleton\n", + "\n", + "__Синглтон__ - это порождающий паттерн проектирования, который гарантирует, что у класса есть только один экземпляр, и предоставляет к нему глобальную точку доступа. Т.е. при вызове конструктора такого класса должен возвращаться уже созданный однажды объект. (Новый должен вернуться только при самом первом вызове конструктора синглтона). Пример применения таких классов - класс некоторого приложения, которое не должно быть открыто дважды.\n", + "\n", + "![singleton.png](attachment:singleton.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Singleton(object):\n", + " instance = None\n", + " \n", + " def __new__(cls):\n", + " if cls.instance is None:\n", + " cls.instance = super(Singleton, cls).__new__(cls)\n", + " return cls.instance\n", + " \n", + " \n", + "Singleton() is Singleton()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "a = Singleton()\n", + "a.x = 1\n", + "b = Singleton()\n", + "print(\"b.x =\", b.x)\n", + "b.y = 2\n", + "print(\"a.y =\", a.y)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Метаклассы\n", + "\n", + "В питоне всё является объектами, в том числе и сами классы. А какой тип у класса?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Singleton.__class__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Тот же самый, что у базовых типов, функций, базового класса object и, соответственно, класса type:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "object.__class__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "type.__class__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "object - это базовый класс, от которого наследуются абсолютно все объекты в Python 3+. type - это класс, который символизирует тип. Вся магия со словарем `__dict__` в объектах происходит именно благодаря классу type. В объектах класса object нет атрибута `__dict__`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "type(3).__dict__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "object().__dict__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Рассмотрим отношения классов object и type. Базовым классом любого объекта является object:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "str.__mro__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Singleton.__mro__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "type.__mro__" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "object.__mro__" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "А вот isinstance выдает странные вещи для этих двух базовых типов:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "isinstance(object, type), isinstance(object, object)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "isinstance(type, type), isinstance(type, object)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "isinstance(int, object), isinstance(int, type)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "isinstance(Singleton, object), isinstance(Singleton, type)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Копнем чуть глубже и посмотрим на то, что из этого подкласс другого:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "issubclass(type, object)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "issubclass(object, type)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "issubclass(Singleton, object), issubclass(Singleton, type)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "issubclass(str, object), issubclass(str, type)" + ] + }, + { + "attachments": { + "metaclass.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Определение метакласса\n", + "\n", + "Получается, что классы - это расширения базового класса __object__. А __type__ - это __метакласс__.\n", + "\n", + "__Метакласс__ - это класс, экземплярами которого являются другие классы. Всё, что определено в метаклассе, доступно для классов, но недоступно для объектов. Отношение класс-метакласс получается таким же, как объект-класс.\n", + "\n", + "![metaclass.png](attachment:metaclass.png)\n", + "\n", + "![type_and_object.png](attachment:type_and_object.png)\n", + "\n", + "Поиск атрибутов класса происходит так же, как в объектах:\n", + "\n", + "1. Поиск атрибута в `__dict__` класса;\n", + "2. Если не найден, то в `__dict__` метакласса." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# метаклассы наследуются от type\n", + "class Ameta(type):\n", + " def foo(cls):\n", + " print(\"Ameta.foo\")\n", + " \n", + "\n", + "class A(object, metaclass=Ameta):\n", + " pass\n", + "\n", + "\n", + "A.foo()\n", + "A().foo()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Так же, как и в случае с привязкой методов к объекту класса, метод метакласса, вызванный из класса, является bound методом, а вызванный из метакласса - обычной функцией." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "A.foo, Ameta.foo" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Но если определяем в классе свой атрибут foo, обращение из объекта будет вызывать его:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class B(A):\n", + " @classmethod\n", + " def foo(cls):\n", + " print(\"B.foo\")\n", + " \n", + " \n", + "B.foo()\n", + "B().foo()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Динамическое создание классов\n", + "\n", + "https://proglib.io/p/metaclasses-in-python/\n", + "\n", + "Есть 2 способа создать класс. Один мы уже знаем - это объявить его прямо в коде в блоке `class`. Другой способ - использовать встроенную функцию `type`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "MyShinyClass = type('MyShinyClass', (), {})\n", + "\n", + "print(MyShinyClass)\n", + "print(MyShinyClass())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Общий синтаксис функции type:\n", + "\n", + "`type(<__name__ класса>, (<кортеж базовых классов>), {<словарь атрибутов класса>})`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "ShinyChild = type(\n", + " 'ShinyChild',\n", + " (MyShinyClass,),\n", + " {\n", + " 'true_value': True,\n", + " 'upper': lambda self, sth: sth.upper()\n", + " }\n", + ")\n", + "\n", + "print(ShinyChild().true_value)\n", + "print(ShinyChild().upper('abcd'))" + ] + }, + { + "attachments": { + "class-creation.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Алгоритм создания класса\n", + "\n", + "Повторим, как создается объект:\n", + "\n", + "![instance-creation.png](attachment:instance-creation.png)\n", + "\n", + "Похожим образом создается класс:\n", + "\n", + "![class-creation.png](attachment:class-creation.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class AMeta(type):\n", + " def __new__(mcs, name, bases, classdict, **kwargs):\n", + " cls = super().__new__(mcs, name, bases, classdict)\n", + " print('Meta __new__', cls)\n", + " return cls\n", + "\n", + " def __init__(cls, name, bases, classdict, **kwargs):\n", + " print('Meta __init__', cls)\n", + " super().__init__(name, bases, classdict, **kwargs)\n", + "\n", + " def __call__(cls):\n", + " print('Meta __call__')\n", + " return super().__call__()\n", + "\n", + " @classmethod\n", + " def __prepare__(mcs, name, bases, **kwargs):\n", + " print('Meta __prepare__', **kwargs)\n", + " return {'b': 2, 'a': 2}\n", + "\n", + "\n", + "class A(metaclass=AMeta):\n", + " a = 1\n", + "\n", + " def __new__(cls):\n", + " self = super().__new__(cls)\n", + " print('class __new__', self)\n", + " return self\n", + "\n", + " def __init__(self):\n", + " print('class __init__')\n", + "\n", + " def __call__(self):\n", + " print('class __call__')\n", + " pass\n", + "\n", + "\n", + "a = A()\n", + "print()\n", + "print(\"Объект создан, теперь обратимся к атрибутам:\")\n", + "print(a.a)\n", + "print(a.b)\n", + "\n", + "print()\n", + "print(\"А теперь создадим еще один класс (не объект):\")\n", + "Another = AMeta('Test', (), {}, kw1=1, kw2=2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Пользовательские метаклассы\n", + "\n", + "Напишем метакласс, который позволяет использовать нотацию нижнего_подчеркивания для доступа к атрибутам, заданным camelCase'ом." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import re\n", + "\n", + "\n", + "class CamelToUnderscoreMeta(type):\n", + " def __new__(mcs, name, mro, attrs):\n", + " \"\"\"\n", + " Возвращает класс с переопределенными названиями атрибутов.\n", + " \"\"\"\n", + " def camel2undrscr(s):\n", + " \"\"\"Преобразует все заглавные буквы в строке в _ и маленькую букву\"\"\"\n", + " return re.sub('([A-Z])', lambda pattern: '_' + pattern.group(1).lower(), s)\n", + "\n", + " # преобразуем все атрибуты, кроме магических\n", + " new_attrs = {}\n", + " for name, val in attrs.items():\n", + " if not name.startswith('__'):\n", + " new_attrs[camel2undrscr(name)] = val\n", + " else:\n", + " new_attrs[name] = val\n", + "\n", + " # возвращаем класс, прокидывая имя и родителей\n", + " return super(CamelToUnderscoreMeta, mcs).__new__(mcs, name, mro, new_attrs)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Foo(metaclass=CamelToUnderscoreMeta):\n", + " someCodeFromCLib = 12345\n", + " \n", + " \n", + "print(Foo().some_code_from_c_lib)\n", + "print(Foo().someCodeFromCLib)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Метакласс-синглтон\n", + "\n", + "https://habr.com/ru/post/114587/\n", + "\n", + "Определять в метаклассе можно не только метод `__new__`, но и любые другие." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class SingletonMeta(type):\n", + " def __init__(cls, *args, **kw):\n", + " cls.instance = None\n", + " \n", + " def __call__(cls, *args, **kw):\n", + " if cls.instance is None:\n", + " cls.instance = super(SingletonMeta, cls).__call__(*args, **kw)\n", + " return cls.instance\n", + " \n", + "\n", + "class SingletonFromMeta(metaclass=SingletonMeta):\n", + " def __init__(self, default):\n", + " self.default = default\n", + "\n", + "\n", + "a = SingletonFromMeta(5)\n", + "a.x = 1\n", + "print(SingletonFromMeta(88).default)\n", + "print(SingletonFromMeta().x)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Пример из популярных библиотек\n", + "\n", + "В Django есть собственная ORM - обертка над базой данных. Классы там переопределены так, чтобы при определенных условиях брать как названия, так и значения атрибутов из таблицы в базе данных, к которой подключается серверное приложение. Вот пример:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Person(models.Model):\n", + " name = models.CharField(max_length=30)\n", + " age = models.IntegerField()\n", + " \n", + " \n", + "guy = Person(name='bob', age='35')\n", + "print(guy.age)\n", + "\n", + "# возвращается int-объект 35" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Абстрактные классы в Python. Модуль abc\n", + "\n", + "Несмотря на то, что абстрактные классы можно задать вручную, прописав в методах вызов ошибки NotImplementedError, этот метод имеет недостатки. Главный из них - методы, которые забыли переопределить, дадут ошибку только в рантайме при непосредственной попытке обратиться к ним. Метакласс, определенный в библиотеке abc, вызывает ошибку определения класса еще на стадии создания экземпляра." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import abc\n", + "\n", + "\n", + "class C(metaclass=abc.ABCMeta):\n", + " @abc.abstractmethod\n", + " def my_abstract_method(self):\n", + " pass\n", + "\n", + " @classmethod\n", + " @abc.abstractmethod\n", + " def my_abstract_classmethod(cls):\n", + " pass\n", + "\n", + "\n", + "class SomeWrongImplementationC(C):\n", + " def my_abstract_method(self):\n", + " pass\n", + "\n", + "\n", + "class SomeCorrectImplementationC(C):\n", + " def my_abstract_method(self):\n", + " pass\n", + "\n", + " @classmethod\n", + " def my_abstract_classmethod(cls):\n", + " pass\n", + "\n", + "\n", + "print(SomeCorrectImplementationC())\n", + "print(SomeWrongImplementationC())" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 3c0443029f6b87bb4bb738eb0bb8a49ab4ede21c Mon Sep 17 00:00:00 2001 From: Ivan Date: Wed, 1 Apr 2020 19:45:33 +0300 Subject: [PATCH 03/22] lec5 --- Python_Lecture1.pptx | Bin 0 -> 371024 bytes lecture_2/05. 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Functions.ipynb b/lecture_2/05. Functions.ipynb index 96fd140..127f006 100644 --- a/lecture_2/05. Functions.ipynb +++ b/lecture_2/05. Functions.ipynb @@ -24,7 +24,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -45,7 +45,16 @@ "id": "LAuK2PEUsKVt", "outputId": "155ca390-8ab2-4138-9b31-41dfe657958f" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "11\n", + "abcdef\n" + ] + } + ], "source": [ "def add(x, y):\n", " return x + y # Инструкция return возвращает значение.\n", @@ -66,7 +75,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -87,7 +96,15 @@ "id": "-yI4x4-EtedU", "outputId": "4ac3e7da-bae3-44d9-a4b6-42f527fb8678" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "None\n" + ] + } + ], "source": [ "def func():\n", " pass\n", @@ -109,7 +126,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -130,7 +147,28 @@ "id": "rD-EwNEyuAW-", "outputId": "4e21c441-f0c7-4d0b-f875-5d822aaceab2" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5\n", + "6\n", + "6\n" + ] + }, + { + "ename": "TypeError", + "evalue": "func() missing 1 required positional argument: 'b'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 8\u001b[0m \u001b[1;31m# Но к ним можно обратиться и по имени\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 9\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfunc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mb\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m3\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;31m# a = 1, b = 3, c = 2\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 10\u001b[1;33m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfunc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m3\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m6\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;31m# a = 3, c = 6, b не определен, ошибка TypeError\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: func() missing 1 required positional argument: 'b'" + ] + } + ], "source": [ "# Позиционные аргументы, передаются при вызове строго в том порядке, в котором описаны\n", "def func(a, b, c=2): # c - необязательный аргумент\n", @@ -144,6 +182,26 @@ "print(func(a=3, c=6)) # a = 3, c = 6, b не определен, ошибка TypeError" ] }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "func(b=1, a=3)" + ] + }, { "cell_type": "markdown", "metadata": { @@ -158,7 +216,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -179,7 +237,28 @@ "id": "NIO-KmXUB0Dn", "outputId": "698b7953-8467-4625-80c1-67526eaf14ce" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(1, 2, 3, 4)\n", + "(1, 3, 3, 4)\n", + "(10, 20, 30, 40)\n" + ] + }, + { + "ename": "TypeError", + "evalue": "foo() takes from 1 to 2 positional arguments but 4 were given", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 9\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 10\u001b[0m \u001b[1;31m# Попытка передачи аргументов как позиционных приведет к ошибке:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 11\u001b[1;33m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfoo\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m2\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m3\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m4\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: foo() takes from 1 to 2 positional arguments but 4 were given" + ] + } + ], "source": [ "# Все аргументы после звездочки являются строго именованными\n", "def foo(a, b=3, *, c, d=10):\n", @@ -208,7 +287,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -229,7 +308,17 @@ "id": "dcQj5pLVucAZ", "outputId": "5f9af835-767f-41f4-c08d-90d27e916d95" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(1, 2, 3, 'abc')\n", + "()\n", + "(1,)\n" + ] + } + ], "source": [ "def func(*args):\n", " return args\n", @@ -253,7 +342,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -274,7 +363,17 @@ "id": "A3l4ExdcuuQ4", "outputId": "0ca68134-49e8-458e-c32c-62871d90f22b" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'a': 1, 'b': 2, 'c': 3}\n", + "{}\n", + "{'a': 'python'}\n" + ] + } + ], "source": [ "def func(**kwargs):\n", " return kwargs\n", @@ -283,6 +382,27 @@ "print(func(a='python'))" ] }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "func() takes 0 positional arguments but 2 were given", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mfunc\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m2\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m3\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: func() takes 0 positional arguments but 2 were given" + ] + } + ], + "source": [ + "func(1, 2, c=3)" + ] + }, { "cell_type": "markdown", "metadata": { @@ -297,7 +417,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -318,7 +438,17 @@ "id": "Fl6DfwkcDD7P", "outputId": "a7bcfdb6-700f-449f-9e58-a95eed14a76e" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['watermelon', 'tomato']\n", + "['pear', 'watermelon', 'tomato']\n", + "['pear', 'watermelon']\n" + ] + } + ], "source": [ "fruits = ['lemon', 'pear', 'watermelon', 'tomato']\n", "first, second, *remaining = fruits\n", @@ -331,6 +461,28 @@ "print(middle)" ] }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "ename": "ValueError", + "evalue": "not enough values to unpack (expected 5, got 4)", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0ma\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mb\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0md\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0me\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mfruits\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0me\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mValueError\u001b[0m: not enough values to unpack (expected 5, got 4)" + ] + } + ], + "source": [ + "a, b, c, d, e = fruits\n", + "print(e)" + ] + }, { "cell_type": "markdown", "metadata": { @@ -345,7 +497,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": { "colab": {}, "colab_type": "code", @@ -369,7 +521,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": { "colab": {}, "colab_type": "code", @@ -395,7 +547,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -416,7 +568,16 @@ "id": "tnh8VCyAEeNz", "outputId": "8c891ccb-93aa-492d-ef25-0f2bb24aeaf8" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "('pear', 'watermelon', 'tomato', 'lemon')\n", + "{'pear', 'LEMON', 'tomato', 'PEAR', 'watermelon', 'WATERMELON', 'TOMATO', 'lemon'}\n" + ] + } + ], "source": [ "fruits = ['lemon', 'pear', 'watermelon', 'tomato']\n", "print((*fruits[1:], fruits[0]))\n", @@ -425,6 +586,16 @@ "print({*fruits, *uppercase_fruits}) # новое множество из списка и генератора" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "{*fruits}\n", + "{'lemon', 'pear', 'watermelon', 'tomato'}" + ] + }, { "cell_type": "markdown", "metadata": { @@ -437,7 +608,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -458,14 +629,46 @@ "id": "ULVNl_GfFjNG", "outputId": "05c7a7b6-ecab-4393-f6d1-1601be3faa5f" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'year': '2020', 'month': '01', 'day': '01', 'artist': 'Beethoven', 'title': 'Symphony No 5'}\n" + ] + } + ], "source": [ "date_info = {'year': \"2020\", 'month': \"01\", 'day': \"01\"}\n", "track_info = {'artist': \"Beethoven\", 'title': 'Symphony No 5'}\n", "all_info = {**date_info, **track_info}\n", + "all_info = date_info.copy()\n", + "all_info.update(track_info)\n", "print(all_info)" ] }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[1, 2, 3]" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a = [1, 2, 3]\n", + "b = [*a]\n", + "b" + ] + }, { "cell_type": "markdown", "metadata": { @@ -484,7 +687,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -505,7 +708,19 @@ "id": "jvOnFFAqvlAK", "outputId": "2859db61-c49b-4174-ec52-a9bad0ba0b6e" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3\n", + "ab\n", + "3\n", + "ab\n", + "(1, 2, 3, 4)\n" + ] + } + ], "source": [ "func = lambda x, y: x + y\n", "print(func(1, 2))\n", @@ -518,6 +733,36 @@ "print(func(1, 2, 3, 4))" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def func(x, y):\n", + " return x + y" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "(lambda x, y: x + y)(1, 2)" + ] + }, { "cell_type": "markdown", "metadata": { @@ -532,7 +777,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -553,10 +798,18 @@ "id": "Si3CQthew6u4", "outputId": "9b770a19-c753-4e90-9a79-5cf44b2eb7b2" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['turquoise', 'Salmon', 'purple', 'Goldenrod', 'cyan']\n" + ] + } + ], "source": [ "colors = [\"Goldenrod\", \"purple\", \"Salmon\", \"turquoise\", \"cyan\"]\n", - "print(sorted(colors, key=lambda s: s.lower()))" + "print(sorted(colors, reverse=True, key=lambda s: s.lower()))" ] } ], diff --git a/lecture_2/07. Libraries.ipynb b/lecture_2/07. Libraries.ipynb index 8c718c4..36365b3 100644 --- a/lecture_2/07. Libraries.ipynb +++ b/lecture_2/07. Libraries.ipynb @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -57,7 +57,15 @@ "id": "swPqYbkPFqKh", "outputId": "1ff8a720-a12e-431c-a51a-35572eca530a" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "C:\\Users\\Иван\\Documents\\python_developer\\lecture_2\n" + ] + } + ], "source": [ "import os\n", "print(os.getcwd())" @@ -84,7 +92,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -105,7 +113,16 @@ "id": "0zbFRQdzLxzR", "outputId": "16c57093-355e-46c6-d17c-d1c9b08f61be" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1583945372.1565273\n", + "0.19285441488159405\n" + ] + } + ], "source": [ "import time, random\n", "print(time.time())\n", @@ -124,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -145,12 +162,62 @@ "id": "pF4b11-_L7sH", "outputId": "c7285068-f8fb-4def-c0e2-2366ac25313c" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2.718281828459045\n" + ] + } + ], "source": [ "import math\n", "print(math.e)" ] }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "math.e = 3\n", + "math.e" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import math\n", + "math.e" + ] + }, { "cell_type": "markdown", "metadata": { @@ -167,7 +234,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -188,7 +255,15 @@ "id": "-ySNfWHIOE0G", "outputId": "d5bf9f55-1135-4c90-aa2c-71056f943a76" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3\n" + ] + } + ], "source": [ "import math as m\n", "print(m.e)" @@ -215,7 +290,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -236,7 +311,16 @@ "id": "nHbMYOWPRSeQ", "outputId": "a6f7402e-fc7f-41d5-c2f5-336a70a59253" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3\n", + "5\n" + ] + } + ], "source": [ "from math import e, ceil as c\n", "print(e)\n", @@ -255,7 +339,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": { "colab": {}, "colab_type": "code", @@ -281,7 +365,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -302,7 +386,16 @@ "id": "BrDBzuJ2R8kE", "outputId": "ce8acf51-f196-4d6c-8b90-8fe54f04127a" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3.6.5 |Anaconda, Inc.| (default, Mar 29 2018, 13:32:41) [MSC v.1900 64 bit (AMD64)]\n", + "sys.version_info(major=3, minor=6, micro=5, releaselevel='final', serial=0)\n" + ] + } + ], "source": [ "from sys import *\n", "print(version)\n", @@ -327,13 +420,31 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": { "colab": {}, "colab_type": "code", "id": "LUiv-bPZTHfK" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Hello, world!\n", + "1\n", + "1\n", + "1\n", + "2\n", + "3\n", + "5\n", + "8\n", + "13\n", + "21\n", + "34\n" + ] + } + ], "source": [ "def hello():\n", " print('Hello, world!')\n", @@ -350,6 +461,43 @@ " print(fib(i))" ] }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "all run\n" + ] + } + ], + "source": [ + "import module" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'module'" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "module.__name__" + ] + }, { "cell_type": "markdown", "metadata": { @@ -366,7 +514,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -387,7 +535,16 @@ "id": "30l9alUrVBS8", "outputId": "ac135ac4-dac5-49f9-802a-c22ffa42754c" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pip 18.0 from C:\\Users\\Иван\\AppData\\Roaming\\Python\\Python36\\site-packages\\pip (python 3.6)\n", + "\n" + ] + } + ], "source": [ "!pip --version" ] @@ -503,7 +660,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -524,7 +681,295 @@ "id": "i6EZDhoOap0M", "outputId": "c14a76f9-0145-4158-ae4c-44c5743b2e96" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Package Version \n", + "---------------------------------- -------------------\n", + "- 0.13.1 \n", + "-cikit-image 0.13.1 \n", + "absl-py 0.8.1 \n", + "alabaster 0.7.10 \n", + "anaconda-client 1.6.14 \n", + "anaconda-navigator 1.8.7 \n", + "anaconda-project 0.8.2 \n", + "asn1crypto 0.24.0 \n", + "astor 0.7.1 \n", + "astroid 1.6.3 \n", + "astropy 3.0.2 \n", + "attrs 18.1.0 \n", + "Babel 2.5.3 \n", + "backcall 0.1.0 \n", + "backports.shutil-get-terminal-size 1.0.0 \n", + "beautifulsoup4 4.6.0 \n", + "bitarray 0.8.1 \n", + "bkcharts 0.2 \n", + "blaze 0.11.3 \n", + "bleach 2.1.3 \n", + "blis 0.4.1 \n", + "bokeh 0.12.16 \n", + "boto 2.48.0 \n", + "boto3 1.9.140 \n", + "botocore 1.12.140 \n", + "Bottleneck 1.2.1 \n", + "cachetools 3.1.1 \n", + "catalogue 0.0.8 \n", + "catboost 0.11.1 \n", + "certifi 2018.4.16 \n", + "cffi 1.11.5 \n", + "chardet 3.0.4 \n", + "click 6.7 \n", + "cloudpickle 0.5.3 \n", + "clyent 1.2.2 \n", + "cmd2 1.0.0 \n", + "colorama 0.3.9 \n", + "comtypes 1.1.4 \n", + "conda 4.6.14 \n", + "conda-build 3.10.5 \n", + "conda-verify 2.0.0 \n", + "contextlib2 0.5.5 \n", + "cryptography 2.2.2 \n", + "cycler 0.10.0 \n", + "cymem 2.0.3 \n", + "Cython 0.28.2 \n", + "cytoolz 0.9.0.1 \n", + "dask 0.17.5 \n", + "datashape 0.5.4 \n", + "DAWG-Python 0.7.2 \n", + "decorator 4.3.0 \n", + "distributed 1.21.8 \n", + "docopt 0.6.2 \n", + "docutils 0.14 \n", + "entrypoints 0.2.3 \n", + "enum34 1.1.6 \n", + "et-xmlfile 1.0.1 \n", + "facenet-pytorch 0.4.0 \n", + "fastcache 1.0.2 \n", + "filelock 3.0.4 \n", + "Flask 1.0.2 \n", + "Flask-Cors 3.0.4 \n", + "gast 0.2.2 \n", + "gensim 3.7.2 \n", + "gevent 1.3.0 \n", + "glob2 0.6 \n", + "google-auth 1.7.0 \n", + "google-auth-oauthlib 0.4.1 \n", + "google-pasta 0.1.8 \n", + "grammar 1.6 \n", + "graphviz 0.10.1 \n", + "greenlet 0.4.13 \n", + "grpcio 1.25.0 \n", + "h5py 2.7.1 \n", + "heapdict 1.0.0 \n", + "html5lib 1.0.1 \n", + "idna 2.6 \n", + "imageio 2.3.0 \n", + "imagesize 1.0.0 \n", + "importlib-metadata 1.2.0 \n", + "ipykernel 4.8.2 \n", + "ipython 6.4.0 \n", + "ipython-genutils 0.2.0 \n", + "ipywidgets 7.2.1 \n", + "isort 4.3.4 \n", + "itsdangerous 0.24 \n", + "jdcal 1.4 \n", + "jedi 0.12.0 \n", + "Jinja2 2.10 \n", + "jmespath 0.9.4 \n", + "jsonschema 2.6.0 \n", + "jupyter 1.0.0 \n", + "jupyter-client 5.2.3 \n", + "jupyter-console 5.2.0 \n", + "jupyter-core 4.4.0 \n", + "jupyterlab 0.32.1 \n", + "jupyterlab-launcher 0.10.5 \n", + "Keras 2.3.1 \n", + "Keras-Applications 1.0.8 \n", + "keras-facenet 0.1a5 \n", + "Keras-Preprocessing 1.1.0 \n", + "keras-vggface 0.6 \n", + "kiwisolver 1.0.1 \n", + "lazy-object-proxy 1.3.1 \n", + "llvmlite 0.23.1 \n", + "locket 0.2.0 \n", + "lxml 4.2.1 \n", + "Markdown 3.0.1 \n", + "MarkupSafe 1.0 \n", + "matplotlib 2.2.2 \n", + "mccabe 0.6.1 \n", + "menuinst 1.4.14 \n", + "methodtools 0.1.2 \n", + "mistune 0.8.3 \n", + "mkl-fft 1.0.0 \n", + "mkl-random 1.0.1 \n", + "mock 3.0.5 \n", + "more-itertools 4.1.0 \n", + "mpmath 1.0.0 \n", + "msgpack 0.6.0 \n", + "msgpack-python 0.5.6 \n", + "mtcnn 0.0.9 \n", + "multipledispatch 0.5.0 \n", + "murmurhash 1.0.2 \n", + "music21 5.7.1 \n", + "Mypackage 0.1 \n", + "navigator-updater 0.2.1 \n", + "nbconvert 5.3.1 \n", + "nbformat 4.4.0 \n", + "networkx 2.1 \n", + "nltk 3.3 \n", + "nose 1.3.7 \n", + "notebook 5.5.0 \n", + "numba 0.38.0 \n", + "numexpr 2.6.5 \n", + "numpy 1.17.3 \n", + "numpydoc 0.8.0 \n", + "oauthlib 3.1.0 \n", + "odo 0.5.1 \n", + "olefile 0.45.1 \n", + "opencv-python 4.1.1.26 \n", + "openpyxl 2.5.3 \n", + "opt-einsum 3.1.0 \n", + "packaging 17.1 \n", + "pandas 0.23.0 \n", + "pandocfilters 1.4.2 \n", + "parso 0.2.0 \n", + "partd 0.3.8 \n", + "path.py 11.0.1 \n", + "pathlib2 2.3.2 \n", + "patsy 0.5.0 \n", + "pep8 1.7.1 \n", + "pickleshare 0.7.4 \n", + "Pillow 6.1.0 \n", + "pip 18.0 \n", + "pkginfo 1.4.2 \n", + "plac 1.1.3 \n", + "pluggy 0.6.0 \n", + "ply 3.11 \n", + "preshed 3.0.2 \n", + "prompt-toolkit 1.0.15 \n", + "protobuf 3.10.0 \n", + "psutil 5.4.5 \n", + "py 1.5.3 \n", + "pyasn1 0.4.7 \n", + "pyasn1-modules 0.2.7 \n", + "pycodestyle 2.4.0 \n", + "pycosat 0.6.3 \n", + "pycparser 2.18 \n", + "pycrypto 2.6.1 \n", + "pycurl 7.43.0.1 \n", + "pydotplus 2.0.2 \n", + "pyflakes 1.6.0 \n", + "Pygments 2.2.0 \n", + "pylint 1.8.4 \n", + "pymorphy2 0.8 \n", + "pymorphy2-dicts 2.4.393442.3710985 \n", + "pymystem3 0.2.0 \n", + "pyodbc 4.0.23 \n", + "pyOpenSSL 18.0.0 \n", + "pyparsing 2.2.0 \n", + "pyperclip 1.7.0 \n", + "pyreadline 2.1 \n", + "PySocks 1.6.8 \n", + "pytest 3.5.1 \n", + "pytest-arraydiff 0.2 \n", + "pytest-astropy 0.3.0 \n", + "pytest-doctestplus 0.1.3 \n", + "pytest-openfiles 0.3.0 \n", + "pytest-remotedata 0.2.1 \n", + "python-dateutil 2.7.3 \n", + "pytils 0.3 \n", + "pytz 2018.4 \n", + "PyWavelets 0.5.2 \n", + "pywin32 223 \n", + "pywinpty 0.5.1 \n", + "PyYAML 3.12 \n", + "pyzmq 17.0.0 \n", + "QtAwesome 0.4.4 \n", + "qtconsole 4.3.1 \n", + "QtPy 1.4.1 \n", + "requests 2.22.0 \n", + "requests-oauthlib 1.3.0 \n", + "rope 0.10.7 \n", + "rsa 4.0 \n", + "ruamel-yaml 0.15.35 \n", + "s3transfer 0.2.0 \n", + "scikit-image 0.16.2 \n", + "scikit-learn 0.19.1 \n", + "scipy 1.1.0 \n", + "seaborn 0.8.1 \n", + "Send2Trash 1.5.0 \n", + "setuptools 41.6.0 \n", + "simplegeneric 0.8.1 \n", + "singledispatch 3.4.0.3 \n", + "six 1.13.0 \n", + "sklearn 0.0 \n", + "smart-open 1.8.3 \n", + "snowballstemmer 1.2.1 \n", + "sortedcollections 0.6.1 \n", + "sortedcontainers 1.5.10 \n", + "spacy 2.2.3 \n", + "Sphinx 1.7.4 \n", + "sphinxcontrib-websupport 1.0.1 \n", + "spyder 3.2.8 \n", + "SQLAlchemy 1.2.7 \n", + "srsly 0.2.0 \n", + "statsmodels 0.9.0 \n", + "sympy 1.1.1 \n", + "tables 3.4.3 \n", + "tb-nightly 2.1.0a20191108 \n", + "tblib 1.3.2 \n", + "tensorboard 1.15.0 \n", + "tensorflow 1.15.0 \n", + "tensorflow-estimator 1.15.1 \n", + "termcolor 1.1.0 \n", + "terminado 0.8.1 \n", + "testpath 0.3.1 \n", + "tf-estimator-nightly 2.0.0.dev2019110809\n", + "tf-nightly 2.1.0.dev20191108 \n", + "thinc 7.3.1 \n", + "tools 0.1.9 \n", + "toolz 0.9.0 \n", + "torch 1.3.1 \n", + "torchvision 0.4.2 \n", + "tornado 5.0.2 \n", + "tqdm 4.27.0 \n", + "traitlets 4.3.2 \n", + "typing 3.6.4 \n", + "unicodecsv 0.14.1 \n", + "urllib3 1.22 \n", + "vineyard 0.4 \n", + "wasabi 0.4.2 \n", + "wcwidth 0.1.7 \n", + "webencodings 0.5.1 \n", + "Werkzeug 0.14.1 \n", + "wheel 0.31.1 \n", + "widgetsnbextension 3.2.1 \n", + "win-inet-pton 1.0.1 \n", + "win-unicode-console 0.5 \n", + "wincertstore 0.2 \n", + "wirerope 0.3.1 \n", + "word2vec 0.9.4+2.g8204e5c \n", + "wrapt 1.11.2 \n", + "xgboost 0.80 \n", + "xlrd 1.1.0 \n", + "XlsxWriter 1.0.4 \n", + "xlwings 0.11.8 \n", + "xlwt 1.3.0 \n", + "zict 0.1.3 \n", + "zipp 0.6.0 \n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "You are using pip version 18.0, however version 20.0.2 is available.\n", + "You should consider upgrading via the 'python -m pip install --upgrade pip' command.\n" + ] + } + ], "source": [ "!pip list" ] diff --git a/lecture_2/module.py b/lecture_2/module.py new file mode 100644 index 0000000..1d695ea --- /dev/null +++ b/lecture_2/module.py @@ -0,0 +1,20 @@ +def hello(): + print('Hello, world!') + +def fib(n): + a = b = 1 + for i in range(n - 2): + a, b = b, a + b + return b + +def ex(): + if __name__ == "__main__": + hello() + for i in range(10): + print(fib(i)) + else: + print("not in __main__") + print(__name__) + + +print("all run") \ No newline at end of file diff --git a/lecture_3/Classes.ipynb b/lecture_3/Classes.ipynb index 44726e3..bfaadb3 100755 --- a/lecture_3/Classes.ipynb +++ b/lecture_3/Classes.ipynb @@ -133,7 +133,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -151,7 +151,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -159,10 +159,10 @@ "evalue": "meow() takes 0 positional arguments but 1 was given", "output_type": "error", "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mcat\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mMeower\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mcat\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmeow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;31mTypeError\u001b[0m: meow() takes 0 positional arguments but 1 was given" + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[0mcat\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mMeower\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 2\u001b[1;33m \u001b[0mcat\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mmeow\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: meow() takes 0 positional arguments but 1 was given" ] } ], @@ -180,16 +180,16 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - ">" + ">" ] }, - "execution_count": 7, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -274,18 +274,14 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 15, "metadata": {}, "outputs": [ { - "ename": "TypeError", - "evalue": "meow() missing 1 required positional argument: 'self'", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mMeower\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmeow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;31mTypeError\u001b[0m: meow() missing 1 required positional argument: 'self'" + "name": "stdout", + "output_type": "stream", + "text": [ + "meow!\n" ] } ], @@ -419,7 +415,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -688,7 +684,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -706,7 +702,41 @@ " elif self.balance < ADVANCED_BALANCE:\n", " self.level = \"Intermediate\"\n", " else:\n", - " self.level = \"Advanced\"" + " self.level = \"Advanced\"\n", + " \n", + " def sth(self):\n", + " print(\"hi\")\n", + " return 123" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "c = Client(\"asdas\", 123123)\n", + "c.qwe = 5" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + ">" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "c.sth" ] }, { @@ -1208,7 +1238,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -1238,9 +1268,19 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "42\n", + "I'm instance field\n", + "100\n" + ] + } + ], "source": [ "base = Base()\n", "print(base.class_field, base.instance_field, base.some_instance_method(10), sep='\\n')" @@ -1248,9 +1288,19 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "42\n", + "I'm instance field\n", + "100\n" + ] + } + ], "source": [ "inherited = Inherited()\n", "print(inherited.class_field, inherited.instance_field, inherited.some_instance_method(10), sep='\\n')" @@ -1265,9 +1315,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(24, 12.0)" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "inherited.inherited_class_field, inherited.inherited_class_method()" ] @@ -1281,7 +1342,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": {}, "outputs": [], "source": [ @@ -1322,36 +1383,69 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Строитель Вася проснулся и готов работать\n" + ] + } + ], "source": [ "b1 = Builder(\"Вася\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Строитель Вася надел каску с номером 25\n" + ] + } + ], "source": [ "b1.put_on_helmet(25)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 23, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Строитель Евпатий проснулся и готов работать\n", + "Строитель Евпатий сегодня назначен водителем и везёт всех на стройку\n" + ] + } + ], "source": [ "b2 = Driver(\"Евпатий\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Строитель Евпатий надел каску с номером 34\n" + ] + } + ], "source": [ "b2.put_on_helmet(34)" ] @@ -1376,7 +1470,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": {}, "outputs": [], "source": [ @@ -1425,36 +1519,72 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Человек Владимир проснулся\n", + "Человек Владимир пытается встать с кровати\n" + ] + } + ], "source": [ "Person(\"Владимир\").move()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Человек Ольга проснулся\n", + "Человек Ольга поехал на машине\n" + ] + } + ], "source": [ "Driver(\"Ольга\").move()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Человек Вася проснулся\n", + "Человек Вася пошел пешком\n" + ] + } + ], "source": [ "Pedestrian(\"Вася\").move()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Человек Иван проснулся\n", + "Человек Иван поехал на машине\n" + ] + } + ], "source": [ "Ivan(\"Иван\").move()" ] @@ -1475,9 +1605,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 31, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[__main__.Ivan, __main__.Driver, __main__.Pedestrian, __main__.Person, object]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "Ivan.mro()" ] @@ -1502,7 +1643,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 32, "metadata": {}, "outputs": [], "source": [ @@ -1528,9 +1669,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 33, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "7850.0" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "circle = Circle(50)\n", "circle.get_square()" @@ -1538,36 +1690,80 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "314.0" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "circle.get_length()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 35, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "3.14" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "circle._pi" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "100" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "circle._compute_diameter()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 37, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "3.14" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "CircleChild(5).show_pi()" ] @@ -1583,7 +1779,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 38, "metadata": {}, "outputs": [], "source": [ @@ -1613,9 +1809,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 39, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "1300000" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "w = Worker(100_000)\n", "w.overall_salary()" @@ -1623,18 +1830,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 40, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'Worker' object has no attribute '__premium_coef'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mw\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__premium_coef\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: 'Worker' object has no attribute '__premium_coef'" + ] + } + ], "source": [ "w.__premium_coef" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 41, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'SeniorWorker' object has no attribute '_SeniorWorker__premium_coef'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[0msw\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSeniorWorker\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m200_000\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 2\u001b[1;33m \u001b[0msw\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0moverall_salary\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;32m\u001b[0m in \u001b[0;36moverall_salary\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 14\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0moverall_salary\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 15\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msalary\u001b[0m \u001b[1;33m*\u001b[0m \u001b[1;36m12\u001b[0m \u001b[1;33m+\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msalary\u001b[0m \u001b[1;33m*\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__premium_coef\u001b[0m \u001b[1;33m+\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__senior_bonus\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: 'SeniorWorker' object has no attribute '_SeniorWorker__premium_coef'" + ] + } + ], "source": [ "sw = SeniorWorker(200_000)\n", "sw.overall_salary()" @@ -1664,18 +1896,40 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "1" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "w._Worker__premium_coef" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "2900000" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "class SeniorWorker(Worker):\n", " __senior_bonus = 300_000\n", @@ -1700,9 +1954,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "5" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "a = [1, 2, 4, 8, 16]\n", "len(a)" @@ -1717,9 +1982,65 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 45, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "['__add__',\n", + " '__class__',\n", + " '__contains__',\n", + " '__delattr__',\n", + " '__delitem__',\n", + " '__dir__',\n", + " '__doc__',\n", + " '__eq__',\n", + " '__format__',\n", + " '__ge__',\n", + " '__getattribute__',\n", + " '__getitem__',\n", + " '__gt__',\n", + " '__hash__',\n", + " '__iadd__',\n", + " '__imul__',\n", + " '__init__',\n", + " '__init_subclass__',\n", + " '__iter__',\n", + " '__le__',\n", + " '__len__',\n", + " '__lt__',\n", + " '__mul__',\n", + " '__ne__',\n", + " '__new__',\n", + " '__reduce__',\n", + " '__reduce_ex__',\n", + " '__repr__',\n", + " '__reversed__',\n", + " '__rmul__',\n", + " '__setattr__',\n", + " '__setitem__',\n", + " '__sizeof__',\n", + " '__str__',\n", + " '__subclasshook__',\n", + " 'append',\n", + " 'clear',\n", + " 'copy',\n", + " 'count',\n", + " 'extend',\n", + " 'index',\n", + " 'insert',\n", + " 'pop',\n", + " 'remove',\n", + " 'reverse',\n", + " 'sort']" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "dir(a)" ] @@ -1733,12 +2054,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 46, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "5" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "import collections\n", - "\n", "def our_len(some_object):\n", " return some_object.__len__()\n", "\n", @@ -1747,18 +2077,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 47, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'int' object has no attribute '__len__'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mour_len\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m5\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;32m\u001b[0m in \u001b[0;36mour_len\u001b[1;34m(some_object)\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mour_len\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0msome_object\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0msome_object\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__len__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 5\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[0mour_len\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mAttributeError\u001b[0m: 'int' object has no attribute '__len__'" + ] + } + ], "source": [ "our_len(5)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "TypeError", + "evalue": "object of type 'int' has no len()", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mlen\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m5\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: object of type 'int' has no len()" + ] + } + ], "source": [ "len(5)" ] @@ -1772,7 +2127,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 49, "metadata": {}, "outputs": [], "source": [ @@ -1787,9 +2142,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 50, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(5, 5)" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "track = Track([25] * 100_000)\n", "len(track), our_len(track)" @@ -1806,7 +2172,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 51, "metadata": {}, "outputs": [], "source": [ @@ -1825,9 +2191,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 52, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "<__main__.Student object at 0x000002E3ED55A470>\n" + ] + } + ], "source": [ "s = Student(\"Никодим\", \"21\")\n", "print(s)" @@ -1835,9 +2209,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 53, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "'<__main__.Student object at 0x000002E3ED55A470>'" + ] + }, + "execution_count": 53, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "str(s)" ] @@ -1851,7 +2236,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 54, "metadata": {}, "outputs": [], "source": [ @@ -1866,9 +2251,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 55, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Student Никодим from the group 21\n" + ] + } + ], "source": [ "s = Student(\"Никодим\", \"21\")\n", "print(s)" @@ -1885,7 +2278,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 56, "metadata": {}, "outputs": [], "source": [ @@ -1917,27 +2310,60 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 57, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "БигМак: 200" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "Meal(\"БигМак\", 200)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 58, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "БигМак, Картошка: 250" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "Meal(\"БигМак\", 200) + Meal(\"Картошка\", 50)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 59, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "БигМак и что-то еще: 225.0" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "Meal(\"БигМак\", 200) + 25" ] @@ -1951,9 +2377,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 61, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "TypeError", + "evalue": "unsupported operand type(s) for +: 'int' and 'Meal'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[1;36m25\u001b[0m \u001b[1;33m+\u001b[0m \u001b[0mMeal\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\"БигМак\"\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m200\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: unsupported operand type(s) for +: 'int' and 'Meal'" + ] + } + ], "source": [ "25 + Meal(\"БигМак\", 200)" ] @@ -1967,7 +2405,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 62, "metadata": {}, "outputs": [], "source": [ @@ -1976,9 +2414,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 63, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "БигМак и что-то еще: 225.0" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "25 + Meal(\"БигМак\", 200)" ] @@ -1992,7 +2441,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 64, "metadata": {}, "outputs": [], "source": [ @@ -2006,9 +2455,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 65, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ты всё съел!: -150\n" + ] + } + ], "source": [ "m = Meal(\"Борщ\", 150)\n", "m()" @@ -2016,9 +2473,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 66, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "Ты всё съел!: -150" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "m" ] @@ -2063,7 +2531,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.4" + "version": "3.6.5" }, "toc": { "base_numbering": 1, diff --git a/lecture_4/04-1. Magic Fields.ipynb b/lecture_4/04-1. Magic Fields.ipynb index 1e3e20e..9c5cf95 100644 --- a/lecture_4/04-1. Magic Fields.ipynb +++ b/lecture_4/04-1. Magic Fields.ipynb @@ -13,9 +13,27 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Функция вызвана с параметрами:\n", + "a = 35\n", + "b = 5\n", + "Без args\n", + "kwargs: {}\n", + "\n", + "Функция вызвана с параметрами:\n", + "a = 35\n", + "b = 5\n", + "Без args\n", + "kwargs: {}\n" + ] + } + ], "source": [ "def foo(a, b=5, *args, **kwargs):\n", " \"\"\"Здесь можем написать документацию для функции\"\"\"\n", @@ -30,16 +48,54 @@ " \n", "foo.__call__(35)\n", "print()\n", - "foo(35)" + "foo(35)\n", + "\n", + "\n", + "class foo:\n", + " def __call__(self, a, b=5, *args, **kwargs):" ] }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "'int' object is not callable", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[0ma\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;36m1\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 2\u001b[1;33m \u001b[0ma\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: 'int' object is not callable" + ] + } + ], + "source": [ + "a = 1\n", + "a.__call__()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Функция вызвана с параметрами:\n", + "a = 46\n", + "b = 5\n", + "Без args\n", + "kwargs: {}\n" + ] + } + ], "source": [ - "foo.__call__.__call__.__call__.__call__.__call__(46)" + "foo.__call__.__call__.__call__.__call__.__call__.__call__(46)" ] }, { @@ -58,9 +114,20 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "foo\n", + "foo\n", + "Здесь можем написать документацию для функции\n", + "__main__\n" + ] + } + ], "source": [ "print(foo.__name__)\n", "print(foo.__qualname__)\n", @@ -70,9 +137,20 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'wrapper..inner_foo'" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "def wrapper():\n", " def inner_foo():\n", @@ -96,9 +174,18 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{}\n", + "{'field': 'hi'}\n" + ] + } + ], "source": [ "print(foo.__dict__)\n", "foo.field = \"hi\"\n", @@ -107,11 +194,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": { "scrolled": true }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(5,)\n", + "\n", + "\", line 1>\n", + "\n", + "{'__name__': '__main__', '__doc__': 'Automatically created module for IPython interactive environment', '__package__': None, '__loader__': None, '__spec__': None, '__builtin__': , '__builtins__': , '_ih': ['', 'def foo(a, b=5, *args, **kwargs):\\n \"\"\"Здесь можем написать документацию для функции\"\"\"\\n print(\"Функция вызвана с параметрами:\")\\n print(\"a =\", a)\\n print(\"b =\", b)\\n for i, arg in enumerate(args):\\n print(f\"arg[{i}] =\", arg)\\n else:\\n print(\"Без args\")\\n print(\"kwargs:\", kwargs)\\n \\nfoo.__call__(35)\\nprint()\\nfoo(35)', 'a = 1\\na()', 'foo.__call__.__call__.__call__.__call__.__call__(46)', 'foo.__call__.__call__.__call__.__call__.__call__.__call__(46)', 'print(foo.__name__)\\nprint(foo.__qualname__)\\nprint(foo.__doc__)\\nprint(foo.__module__)', 'def wrapper():\\n def inner_foo():\\n pass\\n return inner_foo\\n\\nwrapper().__qualname__', 'print(foo.__dict__)\\nfoo.field = \"hi\"\\nprint(foo.__dict__)', \"print(foo.__defaults__, end='\\\\n\\\\n')\\nprint(foo.__code__, end='\\\\n\\\\n')\\nprint(foo.__globals__, end='\\\\n\\\\n')\"], '_oh': {6: 'wrapper..inner_foo'}, '_dh': ['C:\\\\Users\\\\Иван\\\\Documents\\\\python_developer\\\\lecture_4'], 'In': ['', 'def foo(a, b=5, *args, **kwargs):\\n \"\"\"Здесь можем написать документацию для функции\"\"\"\\n print(\"Функция вызвана с параметрами:\")\\n print(\"a =\", a)\\n print(\"b =\", b)\\n for i, arg in enumerate(args):\\n print(f\"arg[{i}] =\", arg)\\n else:\\n print(\"Без args\")\\n print(\"kwargs:\", kwargs)\\n \\nfoo.__call__(35)\\nprint()\\nfoo(35)', 'a = 1\\na()', 'foo.__call__.__call__.__call__.__call__.__call__(46)', 'foo.__call__.__call__.__call__.__call__.__call__.__call__(46)', 'print(foo.__name__)\\nprint(foo.__qualname__)\\nprint(foo.__doc__)\\nprint(foo.__module__)', 'def wrapper():\\n def inner_foo():\\n pass\\n return inner_foo\\n\\nwrapper().__qualname__', 'print(foo.__dict__)\\nfoo.field = \"hi\"\\nprint(foo.__dict__)', \"print(foo.__defaults__, end='\\\\n\\\\n')\\nprint(foo.__code__, end='\\\\n\\\\n')\\nprint(foo.__globals__, end='\\\\n\\\\n')\"], 'Out': {6: 'wrapper..inner_foo'}, 'get_ipython': >, 'exit': , 'quit': , '_': 'wrapper..inner_foo', '__': '', '___': '', '_i': 'print(foo.__dict__)\\nfoo.field = \"hi\"\\nprint(foo.__dict__)', '_ii': 'def wrapper():\\n def inner_foo():\\n pass\\n return inner_foo\\n\\nwrapper().__qualname__', '_iii': 'print(foo.__name__)\\nprint(foo.__qualname__)\\nprint(foo.__doc__)\\nprint(foo.__module__)', '_i1': 'def foo(a, b=5, *args, **kwargs):\\n \"\"\"Здесь можем написать документацию для функции\"\"\"\\n print(\"Функция вызвана с параметрами:\")\\n print(\"a =\", a)\\n print(\"b =\", b)\\n for i, arg in enumerate(args):\\n print(f\"arg[{i}] =\", arg)\\n else:\\n print(\"Без args\")\\n print(\"kwargs:\", kwargs)\\n \\nfoo.__call__(35)\\nprint()\\nfoo(35)', 'foo': , '_i2': 'a = 1\\na()', 'a': 1, '_i3': 'foo.__call__.__call__.__call__.__call__.__call__(46)', '_i4': 'foo.__call__.__call__.__call__.__call__.__call__.__call__(46)', '_i5': 'print(foo.__name__)\\nprint(foo.__qualname__)\\nprint(foo.__doc__)\\nprint(foo.__module__)', '_i6': 'def wrapper():\\n def inner_foo():\\n pass\\n return inner_foo\\n\\nwrapper().__qualname__', 'wrapper': , '_6': 'wrapper..inner_foo', '_i7': 'print(foo.__dict__)\\nfoo.field = \"hi\"\\nprint(foo.__dict__)', '_i8': \"print(foo.__defaults__, end='\\\\n\\\\n')\\nprint(foo.__code__, end='\\\\n\\\\n')\\nprint(foo.__globals__, end='\\\\n\\\\n')\"}\n", + "\n" + ] + } + ], "source": [ "print(foo.__defaults__, end='\\n\\n')\n", "print(foo.__code__, end='\\n\\n')\n", @@ -130,9 +230,19 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'a': 1, 'b': 'abc'}\n", + "{'a': , 'b': , 'return': None}\n", + "{}\n" + ] + } + ], "source": [ "def bar(*, a: int = 1, b: str = \"abc\") -> None:\n", " pass\n", @@ -155,9 +265,18 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5 4\n", + "Closures contents: [4, 5]\n" + ] + } + ], "source": [ "def outer():\n", " g = 5\n", @@ -184,9 +303,18 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "method\n" + ] + } + ], "source": [ "class A:\n", " some_field = 25\n", @@ -197,7 +325,8 @@ " \n", "a = A()\n", "print(a.func.__self__ is a)\n", - "a.func.__func__(a)" + "a.func.__func__(a)\n", + "A.func(a)" ] }, { @@ -215,9 +344,26 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name: A\n", + "qualname: A\n", + "module: __main__\n", + "doc: None\n", + "mappingproxy({'__dict__': ,\n", + " '__doc__': None,\n", + " '__module__': '__main__',\n", + " '__weakref__': ,\n", + " 'func': ,\n", + " 'some_field': 25})\n" + ] + } + ], "source": [ "from pprint import pprint\n", "\n", @@ -243,9 +389,19 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "(, )\n", + "(, , , , )\n" + ] + } + ], "source": [ "class A:\n", " pass\n", @@ -281,9 +437,21 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "a.__dict__ {'a': 'a'}\n", + "A.__dict__ {'__module__': '__main__', 'a_class': 'a_class', '__init__': , '__dict__': , '__weakref__': , '__doc__': None}\n", + "\n", + "b.__dict__ {'b': 'b', 'a': 'a'}\n", + "B.__dict__ {'__module__': '__main__', 'b_class': 'b_class', '__init__': , '__doc__': None}\n" + ] + } + ], "source": [ "class A:\n", " a_class = 'a_class'\n", @@ -319,9 +487,18 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "b.a_class a_class\n", + "b.b b\n" + ] + } + ], "source": [ "print('b.a_class', b.a_class)\n", "print('b.b', b.b)" @@ -336,9 +513,20 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "b.__dict__ {'b': 'b', 'a': 2, 'b_class': 1}\n", + "b1.__dict__ {'b': 'b', 'a': 1}\n", + "A.__dict__ {'__module__': '__main__', 'a_class': 'a_class', '__init__': , '__dict__': , '__weakref__': , '__doc__': None}\n", + "B.__dict__ {'__module__': '__main__', 'b_class': 'b_class', '__init__': , '__doc__': None}\n" + ] + } + ], "source": [ "b1 = B()\n", "b1.a = 1\n", @@ -359,9 +547,26 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "b.a_class new_a_class\n", + "b1.a_class new_a_class\n", + "a.a_class a_class\n", + "A.__dict__ {'__module__': '__main__', 'a_class': 'a_class', '__init__': , '__dict__': , '__weakref__': , '__doc__': None}\n", + "B.__dict__ {'__module__': '__main__', 'b_class': 'b_class', '__init__': , '__doc__': None, 'a_class': 'new_a_class'}\n", + "\n", + "b.a_class new_a_class\n", + "a.a_class new_new_a_class\n", + "a1.a_class new_new_a_class\n", + "A.__dict__ {'__module__': '__main__', 'a_class': 'new_new_a_class', '__init__': , '__dict__': , '__weakref__': , '__doc__': None}\n" + ] + } + ], "source": [ "B.a_class = 'new_a_class'\n", "print('b.a_class', b.a_class)\n", @@ -388,9 +593,28 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "foo: 5\n", + "one more attr\n" + ] + }, + { + "data": { + "text/plain": [ + "{'foo': 5, 'another_attr': 'one more attr'}" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "class RegularClass:\n", " pass\n", @@ -407,9 +631,28 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5\n" + ] + }, + { + "ename": "AttributeError", + "evalue": "'SlotsClass' object has no attribute 'another_attr'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 7\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mfoo\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 8\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 9\u001b[1;33m \u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0manother_attr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34m\"one more attr in slots class\"\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: 'SlotsClass' object has no attribute 'another_attr'" + ] + } + ], "source": [ "class SlotsClass:\n", " __slots__ = ('foo', 'bar')\n", @@ -424,9 +667,21 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'SlotsClass' object has no attribute '__dict__'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__dict__\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: 'SlotsClass' object has no attribute '__dict__'" + ] + } + ], "source": [ "obj.__dict__" ] @@ -442,7 +697,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "metadata": {}, "outputs": [], "source": [ @@ -476,9 +731,17 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "499 ns ± 71.9 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n" + ] + } + ], "source": [ "%%timeit\n", "test_noslots()" @@ -486,9 +749,17 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "456 ns ± 24.3 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n" + ] + } + ], "source": [ "%%timeit\n", "test_slots()" @@ -503,9 +774,18 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "noslots: 0.43278560000000255\n", + "slots: 0.4163301999999902\n" + ] + } + ], "source": [ "import timeit\n", "print(\"noslots:\", min(timeit.repeat(test_noslots)))\n", @@ -539,9 +819,18 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "slots of child: ('foo', 'bar')\n", + "__dict__ есть, и он не пустой: {'something_new': 3}\n" + ] + } + ], "source": [ "class SlotsClass:\n", " __slots__ = ('foo', 'bar')\n", @@ -568,9 +857,28 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "foo & baz: 5 6\n" + ] + }, + { + "ename": "AttributeError", + "evalue": "'ChildSlotsClass' object has no attribute 'sth_else'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 7\u001b[0m \u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mbaz\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;36m6\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 8\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\"foo & baz:\"\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mfoo\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mbaz\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 9\u001b[1;33m \u001b[0mobj\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msth_else\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34m\"fail\"\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: 'ChildSlotsClass' object has no attribute 'sth_else'" + ] + } + ], "source": [ "class ChildSlotsClass(SlotsClass):\n", " __slots__ = ('baz',)\n", @@ -592,9 +900,21 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "multiple bases have instance lay-out conflict", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 7\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 8\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 9\u001b[1;33m \u001b[1;32mclass\u001b[0m \u001b[0mChild\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mBaseA\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mBaseB\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 10\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mTypeError\u001b[0m: multiple bases have instance lay-out conflict" + ] + } + ], "source": [ "class BaseA(object): \n", " __slots__ = ('a',)\n", diff --git a/lecture_4/04-2. Magic Methods.ipynb b/lecture_4/04-2. Magic Methods.ipynb index a6642f0..ebe238e 100644 --- a/lecture_4/04-2. Magic Methods.ipynb +++ b/lecture_4/04-2. Magic Methods.ipynb @@ -15,9 +15,32 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "A(365) object str method\n", + "some text with A(365) object str method\n", + "\n", + "some text with A(365)\n", + "\n", + "some text with A(365)\n" + ] + }, + { + "data": { + "text/plain": [ + "A(365) object repr method" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "class A:\n", " def __init__(self, value):\n", @@ -35,6 +58,7 @@ " \n", "\n", "a = A(365)\n", + "str(a)\n", "print(a)\n", "print(\"some text with %s\" % a)\n", "print(f\"some text with {a}\")\n", @@ -53,9 +77,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Евпатий Коловрат eq:\tFalse\n", + "Евпатий Коловрат ne:\tTrue\n", + "Евпатий Коловрат lt:\tFalse\n", + "Евпатий Коловрат lt:\tFalse\n", + "Евпатий Коловрат lt:\tTrue\n", + "Евпатий Коловрат lt:\tTrue\n" + ] + } + ], "source": [ "from functools import total_ordering\n", "\n", @@ -116,9 +153,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "False\n", + "{<__main__.X object at 0x000001AB09D3BF98>: 1, <__main__.X object at 0x000001AB09D3BCF8>: 2}\n", + "False\n", + "-9223371922222531591 -9223371922222531633\n" + ] + } + ], "source": [ "class X:\n", " pass\n", @@ -141,13 +189,41 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "False\n" + ] + }, + { + "ename": "TypeError", + "evalue": "unhashable type: 'X'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 17\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m \u001b[1;33m==\u001b[0m \u001b[0mb\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 18\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m \u001b[1;32mis\u001b[0m \u001b[0mb\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 19\u001b[1;33m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m{\u001b[0m\u001b[0ma\u001b[0m\u001b[1;33m:\u001b[0m \u001b[1;36m1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mb\u001b[0m\u001b[1;33m:\u001b[0m \u001b[1;36m2\u001b[0m\u001b[1;33m}\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 20\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mhash\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mhash\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mb\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mTypeError\u001b[0m: unhashable type: 'X'" + ] + } + ], "source": [ "class X:\n", " def __eq__(self, other):\n", " return True\n", + " \n", + "# def __hash__(self):\n", + "# return 25\n", + " \n", + " def __str__(self):\n", + " return str(id(self))\n", + " \n", + " __repr__ = __str__\n", "\n", "\n", "a = X()\n", @@ -168,9 +244,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "False\n", + "{1834115968584: 2}\n", + "25 25\n" + ] + } + ], "source": [ "X.__hash__ = lambda self: 25\n", "\n", @@ -180,6 +267,26 @@ "print(hash(a), hash(b))" ] }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1834115968584" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "id(a)" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -420,9 +527,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "['bar', 'foo']" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "class SlotsClass:\n", " __slots__ = ('foo', 'bar')\n", @@ -432,6 +550,24 @@ " \n", "dir(SlotsClass())" ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "a = [1, 2, 3, 4]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "a.append" + ] } ], "metadata": { diff --git a/lecture_4/04-3. Descriptors.ipynb b/lecture_4/04-3. Descriptors.ipynb index 2805975..8c97d74 100644 --- a/lecture_4/04-3. Descriptors.ipynb +++ b/lecture_4/04-3. Descriptors.ipynb @@ -36,6 +36,46 @@ "execution_count": null, "metadata": {}, "outputs": [], + "source": [ + "class A:\n", + " pass\n", + "\n", + "class B:\n", + " pass\n", + "\n", + "a = A()\n", + "a.x = B()\n", + "\n", + "\n", + "a.x = 45" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__get__\n", + "Вызов из объекта: None\n", + "Класс вызывающего объекта: \n", + "\n", + "__get__\n", + "Вызов из объекта: <__main__.SomeData object at 0x000001E4ECB83B00>\n", + "Класс вызывающего объекта: \n", + "\n", + "__set__\n", + "Присвоение значения 1 объекту <__main__.SomeData object at 0x000001E4ECB83B00>\n", + "\n", + "__del__\n", + "Удаляем атрибут из объекта <__main__.SomeData object at 0x000001E4ECB83B00>\n", + "\n" + ] + } + ], "source": [ "class DataDescriptor:\n", " def __get__(self, obj, cls):\n", @@ -75,9 +115,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__get__\n", + "Вызов из объекта: <__main__.SomeData object at 0x000001E4ECB83B00>\n", + "Класс вызывающего объекта: \n", + "\n" + ] + } + ], "source": [ "d.__dict__['data'] = 1\n", "d.data" @@ -85,13 +136,64 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "1" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "d.__dict__['data']" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__get__\n", + "Вызов из объекта: <__main__.SomeData object at 0x000001E4ECB83B00>\n", + "Класс вызывающего объекта: \n", + "\n" + ] + } + ], "source": [ "d.__getattribute__(\"data\")" ] }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__get__\n", + "Вызов из объекта: <__main__.SomeData object at 0x000001E4ECB83B00>\n", + "Класс вызывающего объекта: \n", + "\n" + ] + } + ], + "source": [ + "getattr(d, \"data\")" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -101,9 +203,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1\n", + "1\n", + "1\n" + ] + }, + { + "ename": "AttributeError", + "evalue": "type object 'SomeData' has no attribute 'data'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mSomeData\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;32mdel\u001b[0m \u001b[0mSomeData\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 6\u001b[1;33m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mSomeData\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: type object 'SomeData' has no attribute 'data'" + ] + } + ], "source": [ "SomeData.data = 1\n", "print(SomeData.data)\n", @@ -122,9 +245,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Вызов из объекта: None\n", + "Класс вызывающего объекта: \n", + "\n", + "Вызов из объекта: <__main__.SomeData object at 0x000001E4ECB87C50>\n", + "Класс вызывающего объекта: \n", + "\n", + "А теперь изменим d.data. Метод __set__ дескриптора не определен, поэтому ссылка в переменной d.data перезаписалась на 1:\n", + "1\n" + ] + } + ], "source": [ "class NonDataDescriptor:\n", " def __get__(self, obj, cls):\n", @@ -165,9 +303,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Получаю атрибут \"x\"\n", + "10\n", + "Обновляю атрибут \"x\"\n", + "Получаю атрибут \"x\"\n", + "20\n", + "5\n" + ] + } + ], "source": [ "class RevealAccess(object):\n", " \"\"\"Дескриптор данных, который устанавливает и возвращает значения,\n", @@ -212,9 +363,73 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "property\n" + ] + }, + { + "data": { + "text/plain": [ + "25" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "class X:\n", + " @property\n", + " def a(self):\n", + " print(\"property\")\n", + " return 25\n", + " \n", + "x = X()\n", + "x.a" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "ename": "AttributeError", + "evalue": "can't set attribute", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mx\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0ma\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;36m35\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m: can't set attribute" + ] + } + ], + "source": [ + "x.a = 35" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "c.__dict__ {'_x': 1}\n", + "c1.__dict__ {'_x': 1}\n" + ] + } + ], "source": [ "\n", "class C:\n", @@ -283,9 +498,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "hi\n" + ] + } + ], "source": [ "class E:\n", " def f(x):\n", @@ -315,9 +538,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "class is: \n" + ] + } + ], "source": [ "class ClassMethod(object):\n", " \"Emulate PyClassMethod_Type() in Objects/funcobject.c\"\n", @@ -355,7 +586,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": {}, "outputs": [], "source": [ @@ -370,9 +601,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "143 ns ± 10.4 ns per loop (mean ± std. dev. of 7 runs, 10000000 loops each)\n" + ] + } + ], "source": [ "%%timeit\n", "\n", @@ -381,15 +620,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "104 ns ± 1.75 ns per loop (mean ± std. dev. of 7 runs, 10000000 loops each)\n" + ] + } + ], "source": [ "%%timeit\n", "\n", "binding()" ] }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + ">" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "binding" + ] + }, { "cell_type": "markdown", "metadata": {}, diff --git a/lecture_4/04-4. Attribute Access.ipynb b/lecture_4/04-4. Attribute Access.ipynb index f86b5df..0b9190b 100644 --- a/lecture_4/04-4. Attribute Access.ipynb +++ b/lecture_4/04-4. Attribute Access.ipynb @@ -20,9 +20,26 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'name': 'name'} {'__module__': '__main__', '__getattr__': , 'field': 'field', '__dict__': , '__weakref__': , '__doc__': None}\n", + "\n", + "\n", + "a.name name\n", + "\n", + "a.field field\n", + "\n", + "__getattr__\n", + "a.random 42\n", + "\n" + ] + } + ], "source": [ "class A:\n", " def __getattr__(self, attr):\n", @@ -41,6 +58,33 @@ "print('a.random', a.random, end='\\n\\n')" ] }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__getattr__\n" + ] + }, + { + "data": { + "text/plain": [ + "42" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a.asdlubaslifubasfuib" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -50,12 +94,52 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__getattribute__\n", + "__dict__ 42\n", + "\n", + "__getattribute__\n", + "a.name 42\n", + "\n", + "__getattribute__\n", + "a.field 42\n", + "\n", + "__getattribute__\n", + "a.random 42\n", + "\n", + "__getattribute__\n", + "a.__len__ 42\n", + "\n", + "len(a) 0\n", + "\n", + "test <__main__.A object at 0x000001C291E6FA58>\n", + "type(a)... None\n", + "\n", + "A.field field\n", + "\n" + ] + } + ], "source": [ "class A:\n", " def __getattribute__(self, item):\n", + " if item in self.__dict__:\n", + " return self.__dict__[item]\n", + " if item in self.__class__.__dict__:\n", + " return self.__class__.__dict__[item]\n", + " if item in object.__dict__:\n", + " return object.__dict__[item]\n", + " if '__getattr__' in self.__class__.__dict__:\n", + " return self.__getattr__(self, item)\n", + " raise AttributeError\n", + " \n", + " \n", " print('__getattribute__')\n", " return 42\n", "\n", @@ -81,6 +165,34 @@ "print('A.field', A.field, end='\\n\\n')\n" ] }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__getattribute__\n" + ] + }, + { + "ename": "TypeError", + "evalue": "'int' object is not callable", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0ma\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mtest\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m: 'int' object is not callable" + ] + } + ], + "source": [ + "a.test()" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -90,9 +202,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__setattr__\n", + "__setattr__\n", + "a.__dict__ {}\n", + "\n", + "A.field new\n", + "\n" + ] + } + ], "source": [ "class A:\n", " def __setattr__(self, key, value):\n", @@ -109,6 +234,97 @@ "print('A.field', A.field, end='\\n\\n')" ] }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "mappingproxy({'__module__': '__main__',\n", + " '__setattr__': ,\n", + " 'field': 'new',\n", + " '__dict__': ,\n", + " '__weakref__': ,\n", + " '__doc__': None})" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "A.__dict__" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['__class__',\n", + " '__delattr__',\n", + " '__dict__',\n", + " '__dir__',\n", + " '__doc__',\n", + " '__eq__',\n", + " '__format__',\n", + " '__ge__',\n", + " '__getattribute__',\n", + " '__gt__',\n", + " '__hash__',\n", + " '__init__',\n", + " '__init_subclass__',\n", + " '__le__',\n", + " '__lt__',\n", + " '__module__',\n", + " '__ne__',\n", + " '__new__',\n", + " '__reduce__',\n", + " '__reduce_ex__',\n", + " '__repr__',\n", + " '__setattr__',\n", + " '__sizeof__',\n", + " '__str__',\n", + " '__subclasshook__',\n", + " '__weakref__',\n", + " 'field']" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dir(a)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a.a" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -118,9 +334,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "a.__dict__ {'test_name': 1, 'name': 1}\n", + "a.test_name 1\n" + ] + }, + { + "ename": "AttributeError", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 12\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'a.__dict__'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__dict__\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'a.test_name'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mtest_name\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 14\u001b[1;33m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'a.name'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;32m\u001b[0m in \u001b[0;36m__getattribute__\u001b[1;34m(self, item)\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0msuper\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mitem\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 6\u001b[1;33m \u001b[1;32mraise\u001b[0m \u001b[0mAttributeError\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 7\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 8\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mAttributeError\u001b[0m: " + ] + } + ], "source": [ "class A:\n", " def __getattribute__(self, item):\n", @@ -138,6 +375,26 @@ "print('a.name', a.name)" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " def __init__(self):\n", + " self.obj_field = 4\n", + " \n", + " class_field = 5\n", + " \n", + " data_descr = DataDescriptor()\n", + " nondata_descr = NonDataDescriptor()\n", + " \n", + "a = A()\n", + "\n", + "a.liunyiuynliun" + ] + }, { "cell_type": "markdown", "metadata": {}, diff --git a/lecture_4/05/slots.jpg b/lecture_4/05/slots.jpg new file mode 100644 index 0000000000000000000000000000000000000000..20245344f375a854d59574f27daff8ed269d05d0 GIT binary patch literal 46240 zcmbTd2UJtt(>EGKKtV*LOH)Bnssf>t*Z=`BfI{d|iU=_vN+%Ety($Pibfx!54K-1! zfPmCU5JCb-4J6VcgmClx-?i@d-S^h-o~$`JIoUaD&(7X6^PBnYqn}4}fHNkB#)bek zHa5T`)(db%0^BzU^mqaQn3)0O0RX@Wz;Sjq00--ejU^z9Gyi#KH3tAJ_yNcN>;CC3 zi?jdZnstxWI`Sg`P?K~t4Y&6x9JSR?a|9h~mPVsP``uD@X5Baa39^+tV=iuhz7XbeWz{au1>}(eS z$N1UU`Pq)T0Me|Ua{Q-z|7!G~gY6jmaSl!{RyTN94I0j{y3fwe>NE$d$E?<&tnUHG z`8m#BxPFsUz~V92MIS-c*Y7`_khxX!RmgILDy!!F;>}5JVG&WWbC)j5UAZc+4%E=p z($=|s$H36&uCd93hgQ~58(TXUSGOnbPdz+e`uh0?1O^4a4UdS7ijIj*PWh0Umi|vh 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Iterators, Generators and Context Managers.ipynb b/lecture_5/01. Iterators, Generators and Context Managers.ipynb new file mode 100644 index 0000000..6c4366a --- /dev/null +++ b/lecture_5/01. Iterators, Generators and Context Managers.ipynb @@ -0,0 +1,472 @@ +{ + "cells": [ + { + "attachments": { + "iterator.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Итераторы\n", + "\n", + "__Итератор__ (как шаблон проектрирования) — это поведенческий паттерн проектирования, который даёт возможность последовательно обходить элементы составных объектов, не раскрывая их внутреннего представления. (https://refactoring.guru/ru/design-patterns/iterator)\n", + "\n", + "![iterator.png](attachment:iterator.png)\n", + "\n", + "## В Python\n", + "\n", + "https://habr.com/ru/post/337314/\n", + "\n", + "https://younglinux.info/python/feature/iterator\n", + "\n", + "https://devpractice.ru/python-lesson-15-iterators-and-generators/\n", + "\n", + "__Итерируемый объект__ — это любой объект, от которого встроенная функция iter() может получить итератор.\n", + "\n", + "\n", + "Функция `iter()` для получения элементов из объекта, по которому происходит итерирование. Например, эту функцию неявно вызывает оператор `for`. Функция пытается вызвать у объекта:\n", + "\n", + "- метод `__iter__()`\n", + "- если метода `__iter__()` у объекта нет, пытается вызвать метод `__getitem__(key)`\n", + "\n", + "Эти методы должны возвращать итератор.\n", + "\n", + "__Итератор__ в python — это любой объект, реализующий метод `__next__` без аргументов, который должен вернуть следующий элемент или ошибку StopIteration. Также он реализует метод `__iter__` и поэтому сам является итерируемым объектом.\n", + "\n", + "Итератор должен обладать следующими методами:\n", + "\n", + "- `__next__` - возвращает следующий доступный элемент и вызывает исключение `StopIteration`, когда элементов не осталось.\n", + "- `__iter__` - возвращает `self`. Это позволяет использовать итератор там, где ожидается итерируемых объект, например в `for`.\n", + "- `__subclasshook__` - проверяет наличие у класса метода `__iter__` и `__next__`\n", + "\n", + "Рассмотрим пример:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Список - это итерируемый объект\n", + "cities = [\"Berlin\", \"Vienna\", \"Zurich\"]\n", + "\n", + "# Получаем итератор\n", + "iterator_obj = iter(cities)\n", + "\n", + "# В итераторе реализован метод __next__\n", + "print(next(iterator_obj))\n", + "print(next(iterator_obj))\n", + "print(next(iterator_obj))\n", + "next(iterator_obj)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Использование итератора\n", + "\n", + "Допустим, у нас есть класс, который хранит в себе список объектов, и нам по логике программы удобно было бы итерироваться сразу по этому списку. Можем сделать такой класс итерируемым объектом." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class ListOfSth:\n", + " def __init__(self):\n", + " self._lst = []\n", + " \n", + " def add(self, obj):\n", + " self._lst.append(obj)\n", + " \n", + " def __iter__(self):\n", + " return iter(self._lst)\n", + " \n", + "our_list = ListOfSth()\n", + "our_list.add(1)\n", + "our_list.add(\"two\")\n", + "our_list.add([3, 4, 5])\n", + "\n", + "for item in our_list:\n", + " print(item)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Другой вариант - создать непосредственно итератор." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class SimpleIterator:\n", + " def __iter__(self):\n", + " return self\n", + "\n", + " def __init__(self, limit):\n", + " self.limit = limit\n", + " self.counter = 0\n", + "\n", + " def __next__(self):\n", + " if self.counter < self.limit:\n", + " self.counter += 1\n", + " return 1\n", + " else:\n", + " raise StopIteration\n", + "\n", + "s_iter = SimpleIterator(5)\n", + "for i in s_iter:\n", + " print(i)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Генераторы\n", + "\n", + "__Генератор__ в питоне - это специальный объект, который возвращается генераторной функцией и обладает тем же интерфейсом, что и итератор. Генераторная функция задается либо ключевым словом `yield`, либо генераторным выражением." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def simple_generator(val):\n", + " while val > 0:\n", + " val -= 1\n", + " yield 1\n", + "\n", + "gen_iter = simple_generator(2)\n", + "print(type(simple_generator))\n", + "print(type(gen_iter))\n", + "print(next(gen_iter))\n", + "print(next(gen_iter))\n", + "print(next(gen_iter))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Что произошло в предыдущей ячейке:\n", + "\n", + "1. Функция `simple_generator` вернула объект-генератор, который обладает тем же интерфейсом, что и итератор\n", + "2. Обращаемся к генератору так же, как и к итератору\n", + "3. Когда выполнение функции завершается, возникает исключение StopIteration, которое служит индикатором конца данных\n", + "\n", + "Сравним два варианта получения последовательности Фибоначчи: через итератор и через генератор." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class FibonacciIterator:\n", + " def __init__(self):\n", + " self.prev = 0\n", + " self.cur = 1\n", + "\n", + " def __next__(self):\n", + " result = self.prev\n", + " self.prev, self.cur = self.cur, self.prev + self.cur\n", + " return result\n", + "\n", + " def __iter__(self):\n", + " return self\n", + "\n", + "for i, num in enumerate(FibonacciIterator()):\n", + " print(num)\n", + " if i > 7:\n", + " break" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def fibonacci():\n", + " prev, cur = 0, 1\n", + " while True:\n", + " yield prev\n", + " prev, cur = cur, prev + cur\n", + "\n", + "for i, num in enumerate(fibonacci()):\n", + " print(num)\n", + " if i > 7:\n", + " break" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Оператор yield from" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "arr = [1, 2, 3, 4]\n", + "\n", + "def yield_from_gen():\n", + " yield from arr\n", + " \n", + "for i in yield_from_gen():\n", + " print(i)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Метод-генератор" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class Bank():\n", + " crisis = False\n", + " def create_atm(self) :\n", + " while not self.crisis :\n", + " yield \"$100\"\n", + " \n", + "sber = Bank()\n", + "atm1 = sber.create_atm()\n", + "for i in range(5):\n", + " print(next(atm1))\n", + " \n", + "print(\"Да будет кризис\")\n", + "sber.crisis = True\n", + "next(atm1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "sber.crisis = False\n", + "next(atm1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "atm2 = sber.create_atm()\n", + "for i in range(5):\n", + " print(next(atm2))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Задание\n", + "\n", + "Допустим, есть произвольное количество функций, которые возвращают некоторые значения. Нужно написать класс, итерируясь по которому, можно получить все эти значения." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Контекстные менеджеры\n", + "\n", + "https://pavel-karateev.gitbook.io/intermediate-python/sintaksis/context_managers\n", + "\n", + "Иногда при работе с какими-то сущностями нужно корректно обработать их закрытие в любом случае, даже при возникновении исключения. Классический пример - любой открытый файловый дескриптор нужно закрыть, во избежание блокировки ресурса. Для удобства этого в Python 2.5 появились контекстные менеджеры." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\"some_file.txt\", 'w') as f:\n", + " print(f)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "В предыдущем примере функция `open` возвращает объект контекстного менеджера `TextIOWrapper`. Интерфейс контекстного менеджера следующий:\n", + "\n", + "- `__enter__(self)` - метод, который вызывается в начале работы с контекстным менеджером. Должен возвращать сам контекстный менеджер\n", + "- `__exit__(self, type, value, traceback)` - метод, в котором описываются действия в конце работы с контекстным менеджером" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class File(object):\n", + " def __init__(self, file_name, method):\n", + " self.file_obj = open(file_name, method, encoding='utf-8')\n", + " \n", + " def __enter__(self):\n", + " return self.file_obj\n", + " \n", + " def __exit__(self, type, value, traceback):\n", + " self.file_obj.close()\n", + " \n", + " def __del__(self):\n", + " print(\"Сработал деструктор\")\n", + " \n", + "\n", + "with File('demo.txt', 'w') as opened_file:\n", + " opened_file.write('Привет!')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Алгоритм работы контекстного менеджера\n", + "\n", + "1. `with` сохраняет метод `__exit__` класса `File`.\n", + "2. Следует вызов метода `__enter__` класса `File`.\n", + "3. Метод `__enter__` открывает файл и возвращает его.\n", + "4. Дескриптор файла передается в `opened_file`.\n", + "5. Мы записываем информацию в файл при помощи `.write()`.\n", + "6. `with` вызывает сохраненный `__exit__` метод.\n", + "7. Метод `__exit__` закрывает файл.\n", + "8. Объект контекстного менеджера удаляется.\n", + "\n", + "### Обработка исключений в контекстном менеджере\n", + "\n", + "Иногда в зависимости от типа ошибки, которая произошла при выполнении кода внутри контекстного менеджера, нужно по-разному завершать работу с контекстным менеджером. Для этого как раз существуют параметры `type, value, traceback` метода `__exit__`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class File(object):\n", + " def __init__(self, file_name, method):\n", + " self.file_obj = open(file_name, method)\n", + " \n", + " def __enter__(self):\n", + " return self.file_obj\n", + " \n", + " def __exit__(self, type, value, traceback):\n", + " print(\"Исключение было обработано\")\n", + " self.file_obj.close()\n", + " return True\n", + " \n", + " def __del__(self):\n", + " print(\"Сработал деструктор\")\n", + "\n", + " \n", + "with File('demo.txt', 'w') as opened_file:\n", + " opened_file.undefined_function()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Алгоритм обработки исключений\n", + "\n", + "1. Тип, значение и обратная трассировка ошибки передается в метод `__exit__`.\n", + "2. Обработка исключения передается методу `__exit__`\n", + "3. Если `__exit__` возвращает `True`, то исключение было корректно обработано.\n", + "4. При возврате любого другого значения `with` вызывает исключение." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Contextlib\n", + "\n", + "Есть еще более компактный способ создания контекстных менеджеров - через функцию-генератор." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from contextlib import contextmanager\n", + "\n", + "@contextmanager\n", + "def open_file(name):\n", + " # код, который мы бы записали в __enter__\n", + " f = open(name, 'w')\n", + " yield f\n", + " # код, который мы бы записали в __exit__\n", + " f.close()\n", + " \n", + "\n", + "with open_file('demo.txt') as f:\n", + " f.write(\"contextlib\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Задание\n", + "\n", + "Написать контекстный менеджер, который по флагу `'r'` считывает данные из файла в интернете в файл, а по флагу `'s'` отправляет их на указанный URL." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_5/02. Exceptions.ipynb b/lecture_5/02. Exceptions.ipynb new file mode 100644 index 0000000..767c0f7 --- /dev/null +++ b/lecture_5/02. Exceptions.ipynb @@ -0,0 +1,832 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Обработка исключений\n", + "\n", + "Исключение - это возникновение какой-то ошибки при исполнении программы. Ошибки в питоне бывают следующие:\n", + "\n", + "* Syntax Error\n", + "* Out of Memory Error\n", + "* Recursion Error\n", + "* Indentation Error\n", + "* Keyboard Interrupt\n", + "* Exceptions\n", + "\n", + "Рассмотрим каждую из них.\n", + "\n", + "## SyntaxError\n", + "\n", + "Эта ошибка возникает, когда в коде программы допущена синтаксическая ошибка, т.е. код просто неправильно написан." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print( 0 / 0 ))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## RecursionError и OutOfMemoryError\n", + "\n", + "Переполнение стека вызовов функции либо нехватка оперативной памяти для исполнения программы." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def recursion():\n", + " return recursion()\n", + "\n", + "recursion()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## IndentationError\n", + "\n", + "Ошибка в правильной расстановке отступов в коде. Как мы помним, отступы - это один из основных элементов языка, поэтому соблюдение их крайне важно." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(10):\n", + "print('Hello world')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## KeyBoardInterrupt\n", + "\n", + "Принудительное прерывание программы с клавиатуры. Запустим бесконечный цикл и прервем его выполнение:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "while True:\n", + " pass" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Exceptions\n", + "\n", + "Исключения. Если код написан синтаксически правильно и без рекурсий, в нём всё равно могут возникать ошибки при исполнении. При этом, поскольку питон - интерпретируемый язык программирования, да еще и с динамической типизацией, большее количество ошибок может возникнуть в runtime и меньшее анализируется до запуска программы.\n", + "\n", + "### TypeError\n", + "\n", + "Эта ошибка возникает, когда мы пытаемся совершить какую-то операцию над теми объектами, над которыми она не определена. Например, попытаемся сложить число и строку:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "a = 5\n", + "b = \"string\"\n", + "a + b" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### ValueError\n", + "\n", + "Возникает, когда тип подаваемой переменной правильный, но неправильное значение. Например, мы можем преобразовать к числу строку, в которой записано число, но не в которой записан какой-то другой текст:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "s = \"123\"\n", + "int(s)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "s = \"qwerty\"\n", + "int(s)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### ZeroDivisionError\n", + "\n", + "Название говорит само за себя:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "100 / 0" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### AttributeError\n", + "\n", + "Возникает тогда, когда мы пытаемся обратиться к тому атрибуту объекта, который не определен." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class A:\n", + " a = 3\n", + " \n", + "a_instance = A()\n", + "a.some_attr" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### ImportError\n", + "\n", + "Возникает, когда мы пытаемся подключить библиотеку или модуль, которого на нашей системе нет." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import some_non_existing_module" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### LookupError\n", + "\n", + "Возникает, когда пытаемся получить несуществующий элемент в коллекции" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "a = [0, 1, 2]\n", + "a[15]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "d = {1: 'one', 2: 'two'}\n", + "d[15]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### NameError\n", + "\n", + "Когда забыли объявить переменную" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(some_non_initialied_variable)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "На первых порах многие допускают такие ошибки, связанные с областью видимости:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def some_foo():\n", + " variable = 5\n", + " \n", + "variable" + ] + }, + { + "attachments": { + "1_exception_classification.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Типы исключений\n", + "\n", + "![1_exception_classification.png](attachment:1_exception_classification.png)" + ] + }, + { + "attachments": { + "3_raise.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Работа с исключениями. Вызов исключения\n", + "\n", + "Иногда человеку, который будет использовать наш код, нужно дать понять, что он использует его неправильно. Для этого в неподходящих случаях нужно \"выбрасывать\" исключение.\n", + "\n", + "![3_raise.png](attachment:3_raise.png)\n", + "\n", + "Рассмотрим, как это делается:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "raise ValueError(\"А тут напишем сообщение об ошибке\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Приведем утрированный пример: пусть у нас есть функция, которая возвращает название ноты по ее номеру или буквенному обозначению. Тогда область принимаемых значений у неё ограничена." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def get_note_name(note):\n", + " # проверим тип входного значения\n", + " if not isinstance(note, (str, int)):\n", + " raise TypeError(\"The note value should be string or int\")\n", + " # проверим соответствие значения допустимой области значений\n", + " letters = 'CDEFGAHB'\n", + " if note not in list(range(1, 8)) + list(letters) + list(letters.lower()):\n", + " raise ValueError(f\"{note} is not a note\")\n", + " # если всё правильно:\n", + " answers = ('до', 'ре', 'ми', 'фа', 'соль', 'ля', 'си')\n", + " if isinstance(note, int):\n", + " return answers[note - 1]\n", + " return answers[letters.index(note.upper())]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "get_note_name(\"a\"), get_note_name(\"A\"), get_note_name(6)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "get_note_name(3.0)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "get_note_name(45)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Но вообще для похожих ситуаций в случае проверки полученных значений можно применять AssertionError. Но это в основном используется в тестировании (об этом - на последующих занятиях)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def get_note_name_assert(note):\n", + " letters = 'CDEFGAHB'\n", + " assert note in list(range(1, 8)) + list(letters) + list(letters.lower()), \"note is not correct\"\n", + " # если всё правильно:\n", + " answers = ('до', 'ре', 'ми', 'фа', 'соль', 'ля', 'си')\n", + " if isinstance(note, int):\n", + " return answers[note - 1]\n", + " return answers[letters.index(note.upper())]\n", + "\n", + "get_note_name_assert(45)" + ] + }, + { + "attachments": { + "2_try_except.png": { + "image/png": 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W2FiuOnIkxQe3sby1C4dI7JAfOZL3EIm95ePHB36IEyfyHiKxK5v/EImdwNOn8x7ixInkiGfQh7hwIe8hjh8f+CESb/D8f0N25wZPtAs3OGIFACCz+vLG375t/OHPVxPr3a9/0lxiBbGCWEGsIFYYvVjh2jVvKWIFAKB4v64/SRkohFVf3tBuxeQFb77ZKpUSfiz/AGaTIEyCKPwQJkGYBLH7f0Py3+CJf0OOHWu99NL2q7bhbU6sAACkU1/emPyi3lem8Ic/X11YfKTpstvYaL399nNfeif2MwEYtJWVZ3+WDx3aHsxi0oRYAQCI91Pz3/0GCmKFvIHC1FTrhRf6HrIOwKDNzbWOHu0yjUW4IFYAALpa29zKME5BrFBkoHD06PZ/NFQBYKjChVKp/c+1cEGsAAB0+uzKcrZMQazQt7Nn2z+hnjhh5TCAYf/TfezYc3+6X3rJn26xAgCw4+eHjzNnCpZs7MO1a9sfQ9sCBcMTAEY0XDh0qHXqVPLSj4gVAGDfyzNUYfKLugZM5c03tz+Ahh9GX35ZoAAwquFCdHvLF15oVataRawAAAfX2uZW+hDh3a9/+uzKclgXbzZ/XX+iDRNsbLReeeW5NRTOndMqAKP9hz0aFh86ZLVdsQIAHFwLi4/SBApfXvtlbXNLc/Xt9u3nRsy++ab9zwH2iaWl56a2nTypScQKAHAQ/e3bRmKmcPFmU0NlUa0+W53x8GGDFAD2oZMnn5vgJjseJLECAAwjqycMyszMs/GxR49aMBzgQPzBP3bM0jmDI1YAgKGTZg+Iy/VVDdW3s2ef24TMOuEA+9uFC9uj0oI/+1NT2mNAxAoAMHRuNNYSY4WfHz7WUFkEE25NtQU4IG7f3h6b9vLLWmJwxAoAMHTSrNeolTJaWdkeswDAgfrLb22FQRIrAMDQ+fLaL/GZwt++bWglAGAYiBUAYOh8dmU5Plb47MqyVgIAhoFYAQCGTuLukguLj7QSADAMxAoAMHQSF1YQKwAAQ0KsAABDJzFWuNFY00oAwDAQKwDA0LG7JADskqUlbZCTWAEAho5YIa8LF1pvvqkZAIizstI6frx19KjtJ3MSKwDA0BEr5LKx0Tp2rDU2tv1J0XdQAPTyyivbbxZjY63TpzVGHmIFABg6YoVc3nxz52PiSy9pDAB6un27dejQ9vvFoUOta9e0R2ZiBQAYLj8/fCxWyG5pyWdEANIKk+jjxzVGZmIFABguYoVcXn555wPiqVMaA4AE4by5sbHW2bPaIxuxAgAMF7FCdnNzOx8NX3jB+lsApHLhws57x7FjGiMbsQIADBexQnYnTux8NJya0hgApBWOdDNgIROxAgAMF7FCRuGqCoYqANCXatWAhTzECgAwXMQKGZ08aagCABlZYSEHsQIADBexQhYbG4YqAJDd2bM7scLLL2uMfokVAGC4iBWymJnZ+Th48qTGACCLI0d29ideWdEYfRErAMBwEStk8dJLO7FCtaoxAMji1Kmdt5K339YYfRErAMBwESv0bWlp54Pg0aMaA4CMrl3beTc5flxj9EWsAADDRazQt7ff3vkgePq0xgAgu3Dhxtu3NUZ6YgUAGC5ihb6F+43PzWkMALI7fXrnDWVmRmOkJ1YAgOEiVujb4cPbHwEPH9YSAORy4cJOrHDihMZIT6wAAMNFrNCfubmdj4CvvKIxAMgl3K74yBGNkZ5YAQCGi1ihP1NTBqwCUJhwYp3lFVITKwDAcBEr9CfcWtLnPwDyk1b3T6wAAMNFrNCfo0e3P/y98IKWAKAA1epOrHDqlMZISawAAMMlTaywtrmloVrBJNjgw9+LL2oMAAqwsrK9sMLx40YrpCdWAIDhkiZW0Eo7Nja2V+2emWmdPasxAGBPiBUAYLjUlzfECgDAqBArAMBwWVh8JFYAAEaFWAEAhsvFm834TOGzK8taCQAYEmIFABgun11ZFisAAKNCrAAAwyVxBsTC4iOtBAdNpVIZ+83s7KzWKLxtJ39TqVS0BmQgVgCAIZJmG4j68oaGgoNmcnIyiBUmJyczP0iz2az8pl6va9Ji2xbECgDAULhcX02MFdY2tzQU+1W5XJ7s7SD3hwvp+o6Pj4/9rtlsut7ECiBWAID95t2vf4rPFN79+ietxH5Vr9fHUiiVSvPz87q+/Wo0GtFmNGBBrABiBQDYd32q5Y3EoQqX66saigMeKwTK5fI+eMrVajUYiFGr1Xah6xttQKMVxAogVgCA/SZxqMIf/nz11/UnGoqDECuUy+V6RK1Wm52dLZVK0Y7xPlhgL3wuiR3aQrq+tVrN2oRiBZItLbUuXNiupSWNIVYAgJGxsPgoMVOwtWS7kydbx49vF/suVujV7y2Xy+HPjI+PixUQK1C8mZnW2Nh2zcxoDLECAIxIbyrF9Ic//Pnqzw8fa6vnHD++88mPAxMrtFqt6JiFxLkDYgXECogVxAoAIFMwVEGsIFZ4plKp7Jt5EGIFsQJiBbECAJDd2ubWxZvNNJnC5Bd1+0qKFcQKKX+sVqtVfhM/lqFer8f8WPggjUYj/I/z8/PT09PhhpfVajXbwofVajV48Oj2FpXnpen69ns+8U850Gw2w4UkA7Ozs4WMCmk0GpVKJXzY6enplA1YrVbbdh7NcEptbTU7OxseOn2s0Nk45XL5AO5LIlZArAAAe+zX9Sf15Y0vr/2SJlAI6qfmv7WbWEGsEHb4438sZS8x/sfCfw0O0Wg02haMDNd36LdXmXLDi7YNINvOttFoTExM9Hs+iS0TTTraTExMZN48otFohIfua1OP2dnZ+K1G04QL9Xq962sXvrgpL5jouh6dzT7q83EQK4gVAGA0XK6vpo8Swqovb2g6sYJYoWtXs2sXuvBYYX5+Pj4C6CtZyB8rzM/Pj4+PZzif+Kcc020OVKvVbJlC/NkGmUXnL3bNTfpt/MTXLhgHEX/BNJvNNCdj2IJYQawAAAzWr+tP+g0UJr+oyxTECmKFNmEftddOEMXGCtH+ZLlcrtVq9Xp9fn4++t/73ZMinOmQYRJEtIve7/nEPOVo409PT0cHJgTbUmaLFZrNZvSEg0wk2DQ0mJUQ/lNMplAqlarVarjb6Pz8fNvYh14jBWKO3jVD6XXBtF0DbfNioodoC4MQK4gVAIAi3Wis9ZUpfHZl+df1J9pNrCBWCLWN/O8VPRQbK4Qd9c4eY/Rksn1TnWHJxjznE/OUw252qVTq9epkeILR3nvXyQ7hDIW22CV+IEOw4EJijBJ/9M6JJF1fhejJdG3V6HCMXq2HWEGsAAAUYGHxUfpAwSAFscIBjxUmJyfbvr2PfrMdPyG/8FhhfHw8+gV11xOenp7etVgh8/nEPOXwn2Iatl/NZjPlE2zrrqfspUcvia4jKaLjHXo9SDRZ6HqS4cnEvMTRqRZdXxrECmIFAGCXYoXPriz//PCxthIriBVijI+Px4/GLzxWiOkohmsBZtubMFuskPl80sQKvUYHZBAdUJB+RcPob8WPAYmPLaJd/fgLJgwO4h8kPi/YN5ueIlYQKwDAaMcKRiuIFcQK8dL03ouNFVI+yFim6zBDrJDnfGIeJHEhzAyyNU7MggudomMN2v4pOgMifg+LmGYJTyZx+YzwTLKNW0GsIFYAAFJ0mZY3+lpb4W/fNqytIFY4sLFCOAlienq6bQJ84ij93YwVor3xYYgV4s8n5kGi3/wHP5B/9cGYUQAxwgEXacZNRLODttEE0UUuM7dteO0V9QIhVhArAADZrW1u2V1SrEDKWKFtJHm9Xo+GC7Ozs0MSK0TX8xuGWCH+fOIfpHMvxomJiTwjF/oaY5Ltt6LPty0HST8/JaZZxvonVhAriBUAgAG60Vib/KIuWRAr0G+sEEi5k59YIVusEOwlGfbGo4tZZFsvYG9jhULaNkOsYBKEWEGsAAAM3K/rT+rLGxdvNiULYgX6ihWiX6fH9BXFCpljhbCd2yaeZFvKcT/FCqVSqZJO/DoOiBXECgBAkdY2t1KGC5Nf1Nc2t7SYWOGAxwrRke0x6/CJFXLGCoFGoxFduSDD8P5djhXa1lYodhKEqQ1iBcQKADDEXal0Szl+dmVZW4kVxArRAQu9VlgQKxQSK4ThQnTuSfwmi23CX+xrpEMYByQutRi/2UT6fSjS7LtZKpXcoWIFxAoAMPLJws8PH2srscIBjxWindVe3c6UXcH4Rf53J1ZIv1fCXsUKwYIL2faejHbs008NiG4wmfhbMblMzCYR6a+E6IO4Q8UKiBUAYKgtLD4yYEGsIFZIEytEe3pde7nRH+jVL01cpmF3YoX0/fw9jBWivfe+1m6sVqsZfjH9b0VfxGq1GvOvMVuHRA/X2SzRB8m2biViBbECALB73v36p8Rk4df1JxpKrHDAY4VGoxG/jmBiv7RtJ8VhiBUSB/wPOlaI+T4/OlohZgOOTs1mM7qdRK+IJ3i9ov8afXV6nVh0dkav1ks8eporIXoUyzGKFRArAMBw96lSTIW4XF/VUGKFAx4rtC3c2NntjPZmO0c0tC1DuLexQvRkot+3dz6pgcYKQctPTk52TQ3COQJpFjuIeYKlUqnt8ev1enhK0X+KPovx8fFardZ5qURXfOgcqtB59ImJibZQIDrbIqZtoyfT+RSi4Uu5XLYEg1hBrAAA7LHEAQvvfv2TVhIriBWi4xHK5XJ8fzLoDU7+JvrNc9ir3MNYIToQIOj6Tk5OBt34tu7rLsQK4TmEeyWWy+Vo7z3bLIDoI0Rfi2g21DldpW2Hy1KpND09HZxS2y92vQB6HX3yd9HYIrycerVt9OeDJpqdnQ1bKXpdWYJhnzh3bvv95fjx7f+BWAEARsvl+mrigAU7TT4zN9e6cGG7OGCxQtv49q4/0NYvbesWNpvNsAe+h7FCZ5e113SDQU+CaOt+d4rvvcdoNBptQUCnrmtk9GqZqJhFE8Kjxzy1iYmJRqMRXngxbds5tKEr+1AiVgAA9tiv608SY4X68oaGYl+KLpqQuOPA7Oxs4vT76M+EGUQYWITz6rt2BcNu5PT0dJpufIYJAqHOeRmlUqnXiP085xPzIM1ms21sQrTv3TkNoV+VSqXzwcfHx8vlcsyCBfPz873ioenp6ZQLPQRPLeZKCC+8+FAgOmWj6/n0tU0GiBUAgEGZ/KIeHyssLD7SSpBevV6v/qav5Qb35DwD8bshDlrw7X2lUglarNhFCuv1eq1Wq1QqtVqtr5ejXq/Pz89n+MW2BwmfVyHPIniovX29QKwAALT77MqybSYBgFEhVgCA4bKw+EisAACMCrECAAyXxFjhD3++qpUAgCEhVgCA4fLzw8diBQBgVIgVAGC4iBUAgBEiVgCA4ZImVljb3NJQAMAwECsAwHBJEyv8/PCxhgIAhoFYAQCGi1gBAPbMykrr7NlWtaol0hMrAMBwESv0Z2amdeJE66WXtAQABbhwoTU2tl2nTmmMlMQKADBcxAr9efnlnc9/c3MaA4C8Tp/eeVsplzVGSmIFABguYoX+TE3tfP6bmtIYAOR1/PjO28rt2xojJbECAAwXsUJ/5uZ2Pv+9/LLGACCXjY3WoUPb7ylHjmiM9MQKADBcxAp9O3x4+yPg4cNaAoBcwoUVTpzQGOmJFQBguIgV+hYur2DhbgDyCBdWmJnRGOmJFQBguIgV+vb221btBqAAR4/uvKEsLWmM9MQKADBcxAp9W1nZmQr7wgsaA4CMqtWdTMGmxX0SKwDAcBErZPHKKzufBS9c0BgAZHHypBkQ2YgVAGC4iBWyOHvWIlsA5PLCC9vvI4cObe8HQT/ECgAwXMQKWWxs7OwHceiQCbEA9E08nYNYAQCGi1gho3Dw6smTGgOA/hw7tvMmMjenMfolVgCA4SJWyGhp6dnCjcavApBeOFTh5Zc1RgZiBQAYLmKF7MIBC1NTGgOAtMKhCufOaYwMxAoAMFzECtlFByxYYQGANMKhCseOaYxsxAoAMFzECrmEAxZKJY0BQIKNjZ0NIAxVyEGsAADDRayQy9LSsw+Ilt0CIF4YRr/yisbITKwAAMNFrJDX228bzgpAsrm5nalzhw+bOpeHWAEAho5YIa9w8a3TpzUGAF1sbDx7s3j7be2Rh1gBAIaOWCGvubmdT4qHDvkCCoAuVlZaL720/U7x4osaIyexAgAMHbFCAaamthdZsLwCADFOnWrdvq0ZchIrAMDQESsUY2VFGwDAoIkVAGDoJMYKPzX/rZUAgGEgVgCAoZMYKywsPtJKAMAwECsAwNCZ/KIuVgAARoJYAQCGzmdXluNjhcv1Va0EAAwDsQIADJ3EWOGzK8taCQAYBmIFABg6F28242OFyS/qWimXs2ftEwFwIFSrrePH/c0fKLECAAydhcVHias2rm1uaaiMzp5tjY21jh61VznAPlcutw4d2v6b/9JLGmNwxAoAMHTqyxuJsUJ9eUNDZXTkyPZHzLGx1uHDrQsXtAfA/nTy5M5f+7ExAxYGSqwAAEPn1/UnibHC375taKiMbt9uHTv27LPm229rEoB9ZWWl9fLLz/7Ol0qaZKDECgAwjBL3mPzDn6/+1Py3hspoY+O5T5wnTvgWC2CfuHBhe5qb7FisAAAH3JfXfkmMFSa/qP/88LG2yu7UqWefOw8f9tETYLQtLT0XGZvpJlYAgIMszfIK4WyIhcVHQf3U/PfPDx/LGvpQLm9/7gw/g774os+gAKNnY6P15ps7qzMGdexY69o1DSNWAIADLc08CCsvFGBlZXvabfhJNFjZS7gAMCqBwtRU64UXjD4TKwAA7S7ebGaOFay80LdqdXuoQlu4cPashgEYUisr7YHC2Nj27g/WyhErAACBtc2tPAMWFhYfacO+nT373CYRY2PbH1hLpe3QAYBhsLGxPX/tlVee+1sdLL57+7bmESsAAM9ZWHwkVhiKcGFsrHXkyHa+sLSkeQD2zIkTzy2II1AQKwAAidJsCSFWGIhz57Y/qkYXADt0aPtbMgD2yvHjz6W9p04JFMQKAECyv33bECvsmY2N1szMzo5lx4/3/LGTJ7f/NahTp1qnT/ddiZ+MZ2ayPGy05uYSDnH27MAPceFC3kMkrqaZ/xCJa2rMzeU9xMxMwiFu3x74IVZW8h5iamrghzh9OvkmzX+IxKn4U1N5D7ELN3jiIXbhBs9ziFOntv9+Jl63p09vj1YolSysK1YAAPpzub7ab6xwo7Gm3QrOF2L2Kot+gZatEj8i5z9E4uf1EycGfojTp/MeIrGfmf8QJ04k9wBzHiImogrDkUEf4vbtvIc4cmTghxhL0VvJf4jEDvmRIyNwgyceYhdu8PyHSBMkIVYAALL5+eHjz64sp48V1ja3NNruGYleh1hBrCBWECuIFRArAMABt7a5daOx9tmV5ZhNIv72bcPukntjaWn7k322ShyGPTeX/cGDSlxv8tq1gR/i9u28h0jsAeY/RMywlPwvdFCJg8lXVgZ+iI2NvIdI3CEl/yHSDHTPf4jENVOq1byH2IUbPPEQu3CD5zyEVRLECgDA7vt1/cnPDx+H9ev6E20CAOwmsQIAAACQkVgBAAAAyEisAAAAAGQkVgAAAAAyEisAAAAAGYkVAAAAgIzECgAAAEBGYgVgeDWaGzeXVhfqK+fnFpVqqy+vLN1cWr25tLq6/tjNAgAgVgAOuut3mx9frL9zrvbOudqrM5eU6qtePzMXXDzn5xYXH6y5oQAAxArA/vdk6+ncrQcffn3n9TNzOsaqwPrjR9/PfvPjzaVVdxkAgFgB2IcW6ivvVW6+9v7lrn3CP/392jvnan85f8NQf5VYZ/55Kxin0PVyeuOD7z78+o7xCwAAYgVgn6jff9Q5zSH4bvnG0up/tlpKZa7HW08v33pw5p+3OiOGD7++YxUGAACxAjDCfnm4+V7lZrSn99YnC59funv3wZr+sCq8vq+vtM2vee39y59furu+ueVmBAAQKwCjZHX98ccX623THIxNULszfuFfV+9Fw4XXz8x9eWXpydZTNyYAgFgBGAGLD9b++NH30fkOl2890N1Vu1lrm1vn5xajMyPeOVczbAEAQKwADLu5Ww/CvtzrZ+YqV5Yebz3Vy1V7Ur8+P2rmjx99bylHAACxAjC8zs8tRr8cXtvc0rNVe153I8NnXj8zt1BfcasCAIgVgOHyZOtpdHXGjy/W9WbVUM2J+NPfr4XX55dXltyzAABiBWCIMoWwz/ba+5cvXr+vH6uGcCnH6ISI2W9+dOcCAIgVgKFw5p+3whHmtntQw1wXr98P1/6oXr/v5gUAECsAe+zLK0thpvDg4aaOqxryunzrQTiy5ubSqlsYAECsAOyZhfpK2EMzTkGNSn1+6W5w3b7xwXe/PNx0IwMAiBWAPdBobrx+Zi7onv3r6j2dVTVCFa4wOvXpD0+2nrqdAQDECsCuerL1NNy078Ov7+imqpFbwXHq0x+CC/jMP2+5owEAxArArvrq6r2gS/anv197vPVUN1WNXD14uBkOt1l8sOamBgAQKwC7ZHX9cbCc/mvvX/51/bEOqhrdjSHCqRDuawAAsQKwS2a/+THojM1+86OuqRrpCqdCLNRX3NoAAGIFYOAMVVD7qb7/fTcTAxYAAMQKwG4Il9CvXFnSKVX7oN45Vwsu6a+u3nODAwCIFYABWnywFnTA3vjgOys1qv1RdyNXtc0mAQDECsAAfX7pbtAB+9fVe7qjat9UOAbn+t2m2xwAQKwADMpbnywEqyqsbW7pix6U7RKq1cnfXK/V9utzvHzrQRArfHyx7jYHABArAAPRaG4EXa+/nL+hs31waux3k5OT+/U5Pt56GixE+sYH37nTAQDECsBAfHllKYgV/uPGss62WGGf1Zl/3gou7/r9R252AACxAlC8P/39WtDvsq+kWGEfz4P4/NJdNzsAgFgBKNjq+uOg0/XOuZqetlhhH8+DeOuTBfc7AIBYASjY3O/f5V68fn+ke48rzWa4BmHgr+Xy3Px8r5+/Xqv9o1L5R6VysVqNedjwx2LWNbzXaPyjUgmPOz09fbFaXWk2Cz/ntlNq+49/LZfDx5mdnb3XaPRaqTH49TBWKJVKwX8Ja7/Og1hdf+yWBwAQKwBFOj+3GPS47tx/NLr9xr+Wy2M9jI+Pd00EZmdnw5+ZnZ3tlReEP/PXcrnrD0xOTvY6dNdfyXPOQYVHDPr/9xqN/zYx0fVxOp/XnXp9LIU79Xrb05yenp6cnBzRxCG8yG8urbrlAQDECkCRPr5YD3pcDx5ujugghV6d6qiuQwDGx8fDH+j63X7YgR8fH++aKUQfoav/NjFR7Dm3xQpz8/Px59A2wSFbrFAqlcJ/ih/cMZz1HzeWg4t87tYDtzwAgFgBKNJ7lZtBj2tExylE++d/LZej6UBbl7utqxxMHIhZX+BitRrTw19pNqMPPjk5OTc/f6dev1Ovz83PT09Ph/9U7DlHY4Xo40xOTl6v1e7U68FsiGhG0DbEIJzpkH4SRMyjjURdu9sMLvKvrt5zywMAiBWAIk19+sOrM5dePzM3iplCtG/c9bv96ICCUqkU00Xv/B4+/MWuKxpGu+5dJzvcqdeDL/kHes69ZkzMzc9HfyDnko2jHivcfbAWxAqz3/zolgcAECsARXrjg++CRfJHMVYIu9/T09O9fibawe6c6RAddBDtfkdTg87FF1eazZR98s7gIP85R2OF8fHxXkszRn+sa36RPlaItkbXARRDXr/+vt3JmX/ecssDAIgVgCKN7u6S8X3vrv3nrt+0R4cPBOMOogsQdP2V6PyImLUVB3TO0bwg5kGiUzy6jqfoa4PJYH5Hmu0thrPC69wtDwAgVgAK88vDzfBb3JHrKIbrF/Qa5N+5lkGvAQLRRQrCyQu95iC0dex3/5zDo6efvNB15ci+YoVRrz9+9P2rM5f++NH37noAALECUJgnW0+DWOG9ys3RXawxsVec2A+PDk9IXDExcdmFQZ9z+lghPv44ULFCcJ3/6e/X3PUAAGIFoEivn5kLulsj11Ec619M/3l2drbth2dnZxMP3W+HvJBzFitkXlvhvcpNtzwAgFgBKNJbnyy8OnPpjQ++OwixQswqiZ0PGLOOwG7GCnkmQYgV2naC+Phi3S0PACBWAIr0zrla0OMa3VihVCr9o1JJUzFJQXQVxl0YrZDnnMUK/da1u83gIj8/t+iWBwAQKwBF+vDrO0GP68HDzRGNFfL3iqPbTEb1Wlshf6yQ55zFCv3Wf9xYDi7yb28su+UBAMQKQJHOzy0GPa479x+NVl8x7DP32q8hw0ONj49H92XsuoFCdMnGXj8w0HNOHyuE59n1cAcnVggv8ptLq255AACxAlCk6vX7QY/r+/rKaPUV/1ouZ9vlsa3m5ufDx7lYrbY98j8qlfhRADETKwZ0zuHR40ONe41G/KISmfezGLkKh+Q0mhtueQAAsQJQpPr9R0GP68Ov74xWXzEaB3Tt/Kesrr3r8D+Oj493BgfRhRj6OnQh5xwNNf5aLqfZ22Jufj7PqIeRrsdbT4PtTl4/M/dk66lbHgBArAAU7I8ffR90uh5vPR2tHmN85z9NTU9Ph33ve41G1+Cgs9e90myG/xpz6OBB2v41/zlHY4VeS0tGhyqMj48nTv2IP+K9RmPyNzEpxtDWjaXVMDhzswMAiBWA4s1+82PQ77qxtDpaPcZ/VCrRvRV6rbB4vVb7a7ncub7AnXo9pnP+3yYmwn+9XqvFTGfoPPSdej3stLf9U85z7owVOuc43Gs0oitQ9hoWEX0KweyP8NfbfrJUKnX9yZGo8PJeqK+42QEAxApA8W7+/nXuxxfrI/dddFsf+79NTMzOzoa7M05OTkY72L16y12/rk/8wr9t84hSqRR8pR/thHddfCHPObet+xj9yeDo0TQkfv2F6OKUwU+Gv94WdkR/LM98kz2pYDDOa+9fNgMCAECsAAxKMPn8jQ++G8XJ89GJDDHa5jIkLj3Q9jOdwxnuNRptCUKnXo+c7Zw710SIP4fEjSo6Bz50HWExurHC3QdrQWT2XuWm2xwAQKwADEq4VP7IzYPonHTQaXp6urN7n3J7xfiBA8GkhrZhC8Hohr+Wy/FLJ2Q4515LLUbjj/AEUvb/o1MhwkEQbWcePv74+HjnFImRmAHx7Y1ltzkAgFgBGJTrd5vhl7ojvez/nXr9eq32j0rlYrV6p17ftT5weNzrtVqv5RKKOudeOzjcqdf/UanMzc/3ewLB7wbV6+grzWaGh93b+nX98WvvXw5mQKxvbrnNAQDECsAATX36Q5AsfF9f2cfbDe6DOiAbQxY4VGH2mx/d4AAAYgVgsBbqK0EfbOrTH/RIxQqjXg8eboZDFVbXH7vBAQDECsDAvVe5GSQLF6/f1y8VK4x0hRfzV1fvubUBAMQKwG5Y/H3Z/Dc++O7x1lNdU7HCiNbdyJVsX0kAALECsHvC73g/v3RX71SsMIr1eOvpn/5+zVAFAACxArAHVn9fPP/VmUuXbz3QRxUrjFyFu6VOffqDOxoAQKwA7LZvbywHvbLX3r985/4j3dRhq39UKpO/+UelojXa6l9X7wVX7+tn5hrNDbczAIBYAdgD4c58b3zw3YOHmzqraiTqxtJqONZmob7iRgYAECsAe+Yv528E3bM//f2a5RvVSOwo+fqZueCi/fLKklsYAECsAOyl9c2ttz5ZCDppfzl/Y21zS8dVDW3da2788aPvg8v1zD9vuX8BAMQKwN77JfL171ufLJgNoYazvq+vhBfqn/5+zY6SAABiBWBY1O8/euOD78I18G4srerEquFcozHIFNY3t9y2AABiBWCIrK4/nvr0h7Dn9q+r93Rl1TDU462nZ/55K7wyP75YN04BAECsAAyjJ8/33/5y/sa95oZurdrbiQ/h2h+vzlz66uo99ykAgFgBGGpfXlkKe3HBl8O/rj/Wv1W7XHfuP3rnXC28Dl8/M3dzadXtCQAgVgBGwPW7zXC9/VdnLr32/uXPL921SYTatS0k36vcjGZb75yrNZobbkwAALECMDKebD396uq9cOH94Ovi2W9+tJqjGtwaCpdvPYhOwwm2Jlmor7gfAQDECsBIWt/c+vzS3dfevxzt6b3xwXcffn3n+/rK462nOsOqqDSh8zKrXr/vHgQAECsAI291/fHHF+ttvb5gcsQ752offn3n/Nzi+bnFG0urN5ZWHzzc1FVWnbW2uRVcIf9xYzm4YN6r3HznXK3zunrjg+++vLJkuwcAALECsK882Xo6d+vBh1/fic6MUKqo+uNH389+86N1GQEAxArA/nf9bvPji/U3PvhOZ1jlrLc+WTg/t7j4YM1tBQAgVgAOokZz4+bS6vW7zejIdqU6K5gv8+WVpZtLqzeXVlfXH7t9AADECgAAAMBoECsAAAAAGYkVAAAAgIzECgAAAEBGYgUAAAAgI7ECAAAAkJFYAQAAAMhIrAAAAABkJFYAgBGztrlVX964XF/97MpyZ1282bzRWNNKAMDuECsAwMioL2/87dvGH/58NbHe/fonzbWrNjZaFy48q6mp1unTfVeiDI/Z7yGynXm0VlYGfojbtxMOMTOT9xBzcwmHOHt24Ie4cCHvIS5cGPghzp5NOMTcXN5DzMwkHOL27YEfYmUl7yGmpgZ+iN35GzKgG7xcfvb3M/EQiBUAgAx+XX+SMlAIq768od12z+3brbGxvJX8wW3whzhyJO8hEvv8+Q+R2Fs+fjzvIRL7mSdODPwQp0/nPURiPzP/IU6cSI54ch7i+PHkcGTQh8h/gx85sk/+hgzDDY5YAQDoV315Y/KLel+Zwh/+fHVh8ZGm2z0bG2IFsYJYQawgVijgBr92zVuKWAEAKNJPzX/3GyiIFYp0+/b2mN5XXkn+yZEYwJzIJAiTIEyC6GQSxG7e4ImHOH689dJL26/ahkF5YgUAIMna5laGcQpihQJsbLTefvu5L719gQaw51ZWWocO7fxZPnRoe7yMSRNiBQAgxmdXlrNlCmKFXIHC1FTrhRfax+UmftkIwKBdu9Y6erTLNBbhglgBAOj088PHmTMFSzYWFigcPdp6883kUfcA7Jq5uVap1P7nWrggVgAA2uQZqjD5RV0D9ufcufZPqCdOmPgAMNTOnm0dO/bcn+6XXhIEixUAgFawqkL6EOHdr3/67MpyWBdvNn9df6IN01pa2v4Y2hYo+FQKMKLhwqFD20s/WtBRrAAAB9zC4qM0gcKX135Z29zSXNm9/faz1b98zQUw0uFCdHvLo0eT91tBrAAA+9jfvm0kZgoXbzY1VC6l0rMPoC+8sD0PAoDRtbHROnXqua0iEvdARawAAPuV1RMGa2Xluc0jT540XBZgn7h27bm/8G++qUkGTawAAEMnzR4Ql+urGir7J85woOyhQ61yWZMA7CsbG8+NRztxQnYsVgCAg+VGYy0xVvj54WMNlcW5c63Dh59NfDDzFmC/mpp6liy8+OL2ODUGQ6wAAEMnzXqNWimLCxeefcQ8dmx7DwgA9rGzZ59FyadPa48BESsAwND58tov8ZnC375taKWMgr0kX3nFgFiAA2Fubnvi20svaYnBESsAwND57MpyfKzw2ZVlrZTRysr2ppIAHKi//GZADJJYAQCGTuLukguLj7QSADAMxAoAMHQSF1YQKwAAQ0KsAABDJzFWuNFY00oAwDAQKwDA0LG7JAAwKsQKADB0xAoAwKgQKwDA0BErwH5VqVTGfjM7O6s1im3Yyd9UKhWXDf1ZWtIGYgUAECvwvLNnW6+80trY0BIMm8nJyaB/ODk5mflBms1m5Tf1el2TFtiwnt2Bs7LSOn68deyY9wuxAgDsKz8/fCxWyGVjo3X0aGtsrPXiiyPxSbFcLk+mUy6Xvbz6h61Wa3x8fOx3zWZTq4oVyOjll7ffLMbGWm++qTHECgAgVuB3U1M7HxNfemn4T7Zer4/1w8urf9hoNKKXhAELYgWyu327dejQ9vvFoUPb/xuxAgCIFdieIht+Rpyb22exwvj4uFc4VK1Wg0EctVpthE6mkP5h9KowWkGsQC6nT49QEi1WAADECoNXKu18QDx5ciTONxorlMvleqxGo+EV7uxaD0NHK/3JFNI/rNVq+3h5Qh1vscKuCufNjY1tr8uDWAEAxAoHWjhU4YUXRmX9rWisoIsoVkDH22WzB86e3YkVjh3TGGIFABArHGwnT+58NJyaGpVTFiuIFdDxFivsvWPHDFgQKwCAWOHAG8GhCmIFsQI63p7dUDBgQawAAGIFRnGoQs5YoVarVX5TrVbT/FjMaoLNZjNcdDDczHJ+fj79yTQajUqlEv769PR0tVrtuppgmvMJWqbrj1Wr1eC/h+1WKpUqz4t52PzPNOfJdO0fzs/PT09Ph6fUq+kSGyf+mc7OzuZf3jL9C921udq2U+33lNoaanZ2Njx0Xx3vYi+DlJd0eLXEL5IS/ljhl03+FgifafQp5DmN4WLAglgBAMQKB9rGxigOVcgZK8zOzoa/Ozs726sTGF0SsuvPlMvlmL0nEnt9jUYj7PN06jxoyu5f1x9LuXFGrz0Xcz7TmNcu/cm0Pa9GozExMdH1fGL6eIltGE062kxMTGTr9fX7Qve6VjuVSqXExq/X66VSqeuvBzdO+lih2MsgeuiYvVrS3IlBv73rlVPIZZO/BcLTCNq80Wh0fVFSnsbQCQcsvPyyN1WxAgCIFQ6emZnR2gCikFih1WqNj4+Hv971K9D4Dk+z2ezaOWkT00NoNBrRc+jVj93zWCH/Mx1ErDA/Px/fer3OJ74NYzqNgfjhLUW90KE0LR/f+PPz8/G/GwyCSLyuBnEZtIUmvSKttiEtiR3+thu2kMsmfwtEY4XEF2Ukk4UjR3b2J15Z8b4qVgAAscIB89JLO7FC//2lkY4Vot9tdvamqtVq/Ef8aAejXC63DWyOdl26dpaazWb0Z4IOT7AXZjAuOvynomKFoHuWYRJEzmfaS4aTiQY90VOq1WpBu0VPtde33zFtGL2ipqenowMTgm0pM8QK2V7ozpYvlUrVajXcMHV+fr5t+EPX78ljjt41QIm5rgZ0GURHIvQaN9T2THvNgwjPYXp6uvDLJn8LhKfR9jj9nsbwOnVq563k7be9r4oVAECscJAsLe18EDx6dOTOPf+SjdHuSlt3MewkdO1oRTvDXUOH6BfUXb9fjXbquo7rDgeuFxgrPPsUm3qVxPzPNPkjdf9LNoZdr87+W7Rv1vWEYxonfFF6PZG+Osx5Xui2lu81liEafnXtiMYfvXM6QJqJIYVfBuFcgF6/mGbASDSeaDvDQi6b/C1QyGkMtWvXdt5Njh/31ipWAACxwkHy9ts7HwRPnx7pWCHbegHR73KjvbJoZ6zrXPpe34tGRcc5t32/2mw2U/ale3WQdi1WyPlMBxcrjI+Pdz1W24iDvhon/Kf4xQ7Sy/xCR1s+vpceHe/Q2d9OM3cg2pXtdZIDvQzib7foqKKUSd8gLpv8LVDIaQy7cOHG27e9u4oVAECscGC8/PLOp8C5uX0cK8SMZYj2RoLOZOIgiPTdp16PE/2Sua9V7nY5Vsj/TAcXK8ScT/jtd9cHTBMr9Bod0K/ML3TiHJw0yUX05YufuxE/NmfQl0E0OOg8z3DxhWj8EROOxLysmS+bQlqgkKt32J0+vfOGMjPj3VWsAABihQPj8OHtj4CHD4/iuecfrdDWIQl+MnFIdvj9cOL85/CRe0327tpBGp5YIf8zHVCskPLpd23emAeJLh9YyBD0zC90/JoLMRdw9L8nDrpJ2bC7cBnEjAUIHzN6v3dmNDHBRP7LppAWKOTqHXYXLuzECidOeHcVKwCAWOFgmJvb+Qj4yiujHitkW1uh83HSrDwX871oyo5E/JfDwxMr5H+mexIrRNOBvh4k+s1/8AMZFlMo5IUOs6004yai8UH0a/A0ezemadhduAx6xSjhKxI8hV6zVKKjCToDlPyXTSEtUMjVO+zC7YqPHPEGK1YAALHCwTA1NdIDVouKFdo+yscvSt+5gFwabR2J9B3pvY0V8j/TPYkVYqbZJz5I585/ExMTmUcuZG6Wvn4x+nyjOUj64fTxbbILl0G02aMjEcL/Hnz5H84NaQtKwmClawqT/7IppAUKuXpHQDixzvIKYgUA2MexwtrmlobaEW4tOZqf/wqMFTp7DjGDxjP0MdpGRO/jWGEYJkHkiRWCqf5hhzw6jGWgy0YMIlYoqmF3+TKIjkQI84JgakN0u4fouIxwVEjX12hPYoXMkyBGPlYY8bRarAAApIoVtNIzR49uf/h74YURPf0CY4XoCnnpRyuUSqVKOm0hxcjFCpmf6SjGCoH5+fm2zRczLOW4z2KFgV4G4TlE1zQJ853wAcP/Et7yvbKGQcQKeVrgoMQK1epOrHDqlPdYsQIAjGY/c3lDrJDWxsbOh78XXzzgsUJ0m8k0Cz3mGfA/orHCQBelH85YIeyyRlcu6Lcpdj9WiParC58EMdDLIBrtBc8izAuiQUN0Y4i2p99rjdUCY4U8LXBQYoWVle01gI8fN1pBrAAAo2ph8ZFYoY9Y4cKF1tmz23WwY4XoynbRve56fTXd9WvVvoQpRr/ffu9yrJD/mY56rBCGC9HgKX6LwUJe6DARSFxtMWbvgPR7CsS3ye5cBtH1MoMpD2HQEJ0WEb1Dg/8SDirpNcIo/2VTSAsclFgBsQIAjLqLN5vxmcJnV5a10r5RSKwQXSsu6MxEv53u+rDRH8jZwUjc+S9b9yZx4fqUOxTkf6Z99b2HNlZo682mX8Ex8wsd3Rkh8Rd75TK9dojo94LZncug8zTCRmhr8LYXImbXyaIum0JaQKyAWAEARsNnV5bFCmKF/H3a8D+Oj493duqiSUS240bHe/f1CNHuTa/eZvT0enVg0q8vUOCimDm7W3sbK0S7r+mbIvMLnf4XO3Oxrv8Us1ZI9FiJu2MM7jLo3FsxvA17ZS7lcjk8t5hhHfkvm0JaQKyAWAEARkPiDIiFxUdaSazQ2T9p+zo3saMVnzskio73jnmE4DSi/5rY22zbHzExVkgcY5/zmfbV3Uo8mUHHCjFf6UdHK/RadKPAF7pt94FeJxadndG19RKPnvKC2YXLoG3xxZg9I6PbTIY/Fp0oMYjLJn8LiBUQKwDACEizDUR9eUNDiRU6f73zu9zoLgCdg6ujH/1LpVKvfmatViuXy10nLETHHXQ+Qr1eDzsh0X+KdlM7B4e3LS4Y04GJ/mT0K+7O7mv+Z5oo/ckMNFYIrofJycmuzzG8HtIsdpD/hW57FsGqH50XcHTFh7ahCp1Hn5iYaOsPR2O1+Ibdhcsg0Lm1Z+e92RbWJM5MKeSyyd8CYgXECgAwAi7XVxNjhbXNLQ21L2OFRJ29wfhV8aJfnHb9gei0+aDPNjs7G24vNzk5Ge3ydT3/tu0nSqXS5G/aelZtXcG27CD8rei3qWF3sVcHJvrde3Dyk5OTQc+5s7+U/5nGS38yuxArhOcQPsFyuRx9ghkCrGwvdFu2Ffzi9PR0cEptvxvzXX3b0Sd/F728w+//Yxp20JdBr2is64oJnelDzGMW1Z/P2QJiBcQKADAC3v36p/hM4d2vf9JKBzZWaOujRmdx9/qeM/ozXaemd37Z21WvXkSj0ejsHbXpem5tvc22rk6z2Qx7Jul7ifEj/HM+00QpT2bQkyC67jOasvceI/MLHdMy8d/ntx095nlNTEw0Go3wVopv2EFfBp0ZU6+udfTeHBsbm56e3oVYIWcLiBUQKwDA0PcwlzcShypcrq9qqH0msbfWa8RByi5Q4hew0UHsnaanpxN3DahUKp29vmDSeMwU7rZuVfAr4Rfp4YT59Bs9hN+H9zpo/mcaL83JhJ26+G5k2DHrOswk5kGazWbb2IRo97vXRgMpZXuhg1ezV5A0PT2dZqGH4HnFXDDh2JzERGDQl0HbTd3rhW6LFONfmkIum/wtUOxpIFYAAIqXOFThD3+++uv6Ew3FoIKter1Wq1UqlWq1Wq/X4/fzi/n1Wq2WfkXAer1e/U36X+n6IIGU55zzmRZ7MgMSfIEfPscCFynM9kKHvzs/P5/td8NHCJ/U3l7wbnkQKwDAcFlYfJSYKdhaEgAYNmIFANh7aaY//OHPV39++FhbAcBgLS21LlzYrqUljZGGWAEA9ljKTMFQhS5OnmwdP75dAFCUmZnW2Nh2zcxojDTECgCwZ9Y2ty7ebKbJFCa/qNtXsovjx3c++QFAUcQKffI2DAC77df1J/XljS+v/ZImUAjqp+a/tVsXYgUACidW6JO3YQDYPZfrq+mjhLDqyxuaTqwAgFhBrAAAB9qv60/6DRQmv6jLFMQKAIgVxAoAQOtGY62vTOGzK8u/rj/RbnHECgAUTqzQJ2/DALBLFhYfpQ8UDFJIRawAQOHECn3yNgwAuyRNrPDZleWfHz7WVmmJFQAonFihT96GAWCXGK1QPLECAIUTK/TJ2zAA7JL68kZfayv87duGtRUSiBUAKJxYoU/ehgFgl6xtbtldUqwAgFhBrAAAZHSjsTb5RV2yIFYAQKwgVgAAMvp1/Ul9eePizaZkIS+xAgCFEyv0ydswAOyZtc2tlOHC5Bf1tc0tLdZOrABA4cQKffI2DAB7LOVSjp9dWdZW7cQKABROrNAnb8MAsPdSJgs/P3ysrZ4jVgCgcGKFPnkbBoChsLD4yICFvokVACicWKFP3oYBYFi8+/VPicnCr+tPNNQzYgUACidW6JO3YQAYFmmmQlyur2qoZ8QKABROrNAnb8MAMEQSByy8+/VPWukZsQIAhRMr9MnbMAAMkcv11cQBC3aafEaskEmlUhn7zezsrNYAaCdW6JO3YQAYIr+uP0mMFerLGxpqh1ghk8nJySBWmJyc1BqBZrNZ+U29XtcauPYOunPntt9fjh/f/h+IFQBg9Lp8X9TjY4WFxUdaacfcXOvChe1CrJDP+Pj42O+azaYGwbUHYgUAGFWfXVm2zSRihd3UaDTGInxpjGsPxAoAMMIWFh+JFcigWq1O/qZWq4kV+v5MHOEbY3bzfnTtIVYAAHY7VvjDn69qJWI6J4lhgVihU61WCzqBlUpFa7Cb96NrD7ECAFCwnx8+FisgVoADcj+CWAEAECsgVgDECogVAIDRiRXWNrc0FGIFECuAWAEAyBIr/PzwsYYiUK1Wg03vw25MqVSqPC9NrDA/Pz89PT35u2q1mn71uGazGS5QFyiXy/Pz8/G/VavVgtNrNBrBf6nX6+E5lMvl8L8Xcrh49Xo9OJmYBfY6jzs7O5u4IF+ioB2iDzs9PZ3Y/p2tl/NFLPYlDk+vWq2meRYxzdhoNKLtk6ZxCrks2/5juVyOvu69Ls4M92Oaay/6+NEzSXkR7vLVglgBABArMDLq9fpYCm271rXFCo1GY2JiovO3xsfH0/TVy+Vyr+OOj4/HdHjC0wg6WvPz822/3nUFu8yHi5c4giPaUWwzMTGRrT9WqVTGx8djXriYNfzaWq/RaJRKpcwvYuEv8ezsbPgzs7OzvfKC8GfK5XLXHwifZqeuv1L4Zdnr7uj6vAq5H3uJNmmnUqnU15Ma3NWCWAEAECtwsGKF+fn5+J5tTDej2Wz26nGleYRoV6czU+jsVOc8XJ5YIaaPGoj/Tr6rNM8lpk+e2Hr52yRnm0evq67f7YdPYXx8vGumEH9lBoHOoC/L+HNou1oGFyukvFoy32uFXC2IFQAAsQIjKRxZnWESRLTLVC6Xa7VavV6fn5+P9mG6dvk6uzptcxba+mNt/ai205ieno720yqVSrlcHh8fbzvznIfLHCtE+4rT09PRgQnB1oDZYoXoY87Pz4cP22g02lKMrkMhwhNua5Z+X8T02Ue/bV6r1WLWF6hWqzH92GazGX3wIP+q/yYYuh/+0+Auy+jjTE5OBg0bzIaICb/y3I+9YoXomZRKpWq1Wv/d/Px824COrmMWdudq2T82NloXLrRu3/b+IlYAALHCwTA11TpxovXyy1oiw5KNYS+is38V7WZ0/fYy2nHq+gPRb5tLpVLiacR/TZr/cJljhbAb2ethM6QYwZf5bSFFr15316kQhbyIiYlVgS9xW/IS/mLi8JCukx3q9XowjH/Ql2XXGRPRL/x7dcKLWkI1+oy6js5ou1q6ns8uXC37yoULrbGx7Tp50juLWAEAxAoHwMsv73z+O/DfLGWLFcbHx7sOUG/7ir5rrzjmXzt7X51HaevqxPdk8h8uc9cu/Kf4yfyFi+94F/IipjyBzG0eHXQQ7e5GU4POYKXZbKa8mDuvmWIvy14N2/ZjXS/domKFlGFZdARH59iZXbha9pWpqZ23lZkZ77FiBQAQKxykz39vvy1WyBArxHS/w0XdOh8wfQc+5iv36GnEd2MKOVz+WKHXd8UDEt/bzP8ixiuqzaNftge5TLT72vVXot+997UGZ+GXZcyDRKd4dM2bCokV4qeKpM9iBn217DfHj0urxQoAIFY4SObmdj7/Hfh5EEV9O9q1K9L2T+FXo4nTsMOR1Z3BQfyKfYUfLnObRFfg383B4Sljhcwv4q61eXR0fTh5Iebr970955QNG73juuZNhdyP8atIxLTzLl8t+8rGRuvQoe33lCNHvMGKFQBArHBgHD68/RHw8GGxQrGxQrQ73asDk+dY6ftvhRwu8y9GvwcOfiDbYgp7EivEvIi71ubR4QlpVtaMn/0x6HNOfwnFd8ILuR/DCCbNSJno1JK2IQmDvlr2lXBhhRMnvLuKFQBArHBghMsrzM2JFQrse0eHr/c6Vnp5+m+FHC5Pm3TuyTcxMVHUyIVGo1GpVKanpycnJ8NuZOJzyf8i7mabR/ur8Rtn9nUl7+1luQuxQl9NEX2tM+xhmedq2VdOn7awglgBAMQKB8/bb+98Cjx1SqwwtLFCIaPN8xwuZ5vUarXOPn/nLph9ic4I6Le7PoSxQnybt/1wry0wdjlWyHNZihX2p6NHd95Qlpa8u4oVAECscGAsLZkKu1exQqlUqqTT2Y3MECvkOVwhbTI/Px+dwZ5nKce2ERDj4+OTz0u5E8SgY4VC2jy69OAujFbYnctSrLAPhYv1HD/urVWsAABihQMmnAdx4YJYYTdjhTwrxmeIFQa3QH1fizI0Go3oPPYMJ9a23EDX+RSFrK2QP1bI3+bRbSajeq2tkD9W2J3LcphjhWxrK4gVtoe8mQEhVgAAscIBVS7vfBaM3dpdrFBUHyN8hFKOBs/QfysN7PXNsNZjo9GI9pbjdzRsE13hv9cv7m2sUGCbR7f8iO7L2GuUR9iq/Q4D2eXLMjzProcrdsnGxL0t4mMOsUJaL7yw/T5y6FBrZcX7qlgBAMQKB8zGxs5+EC+8sP2/D6T06+fn72NEv6vfhf5bIYcrPFYIFlzItvdkmj7n3sYKRbV5dK5HtVpte+SuK1NEu8d9TWYp9rKMDzUajUb8ohKF3I/R+CmxKfKvQ3nQY4WzZ3fi6Vde8aYqVgAAscKBdPLkzifCqamD2QAZvvzP3MeI9hUzr1mY/oQLOdwgYoVoX66vE0uzxMDexgpFtXnX3nX4H8fHxzt7y9GFGPo6dLGX5djYWLlc7vVj0b0tMsxhSfmT6ZuiM74RK/Tt2LGdN5Fz57yjihUAQKxwIIULNx7UAQvRoeaDjhUSe4aF9+TzHy7zycTMboiOVui1UkB8rNDrK/FoL3FPYoVC2rzXXI9ob7nz/JvNZnThiV6HDh6k7V8LvCxjcp/oUIVet1tR92P0ZHpditH5OF0PJ1ZIFg5VOHbM26lYAQDECgfYwR6wEB0BHv26srMrUkgfI/qvpVKpV6e6VquVy+Wuk8/7ihXyHy5b1y5YW3FycrLrEcNdIdJMfe/V3+78rjv6ZPcwVsjZ5tFlKTs759ENNWq1WszF3Hnoer0ePv22fyrwsuw1x6FtTY1egwiKuh+jzyhYnKKznaPn0zlUQayQSjhU4exZ76ViBQAQKxxg0QELB2/L8eg358HX4JOTk0HnbUC7zbV1wCYmJmZnZ8Ot+6JbJHZ9hH7nHeQ8XJ5YITxieLhyuZymb9lL9GGDwfbVarVWq83OzkZX6dvbWCFnm8cvN5j4hX/b5hGlUinYdzN82F4rDhR1WZZKpehPBkdv2140Zv2FAu/HtoOWSqXp6engImxrjV6zNsQKCQxVECsAgFiBZ8IBCydPHsBn3/lF66A3sY9+6x4jT8e4qMNlixU6+7edYmbgx2jborLzKYT90j2MFTK3eeLSA20/0zmcodFotPWZO/V65KIuy/hzSNyoosD7sddDJc7XECsk29jY2QDCqgpiBQDYT8QK2S0t7WwJMTbWmps7gA3Q2VktlUpt3+iGna6uK9h39jHiR/hHR6R3mp6eTuz7xZ9GUYdL2XnuPJlms9k2NiHasewclJ5erVbr7LWWSqXgKYTf53ftChb7Ihbe5ikjnsQBJpVKpbPlx8fHy+Vy/NIJma+Tzh54NP4ITyDl+JQC78f5+fm2YQvRpxO/tMduXi2j59SpnbeMl1/2FipWAACxAr+Zmtr5jPjiiwe2Deq/i1lucBAHrdVqlUqlWq3uwqF3+XBBP79er4dHLGrlyEajETyR+fn53Xy9RqLN245bq9X6WhozwznHTIcJXqN+T6Dw+7Fer8/Pz2drDdpdu7Yzde7QoQM4dU6sAABiBXoLF986qJtNAtlk3mqU0bOx4c1CrAAAYgV6uHBh55OiL6AAsQJdray0jh+3UqNYAQAOaKzwU/PfWinBm29uL7LQba81gF7ECgfLxsb2+r7XrmmJnMQKADB0EmOFhcVHWimZcQpAn8QKkIFYAQCG73PtF3WxAsAe/PkVK0D/xAoAMHQ+u7IcHytcrq9qJYDCiRUgA7ECAAydxFjhsyvLWgmgcJVKZfI3lUpFa0BKYgUAGDoXbzbjY4XJL+xVDgAMBbECAAydhcVHias2rm1uaSgAYM+JFQBg6NSXNxJjhfryhobKrlze3lcMgH1vbq718sv+5g+UWAEAhs6v608SY4W/fdvQUBmVy62xsdaxY63btzUGwD7/g3/o0Pbf/Fde0RiDI1YAgGGUuMfkH/589afmvzVU3zY2Wi+8sP0Rc2ysdfhwq1rVJAD708mTO3/tx8ZaL77YWlnRJAMiVgCAYfTltV8SY4XJL+o/P3ysrfp2+/b2UIXgg+ahQ62339YkAPvKysr2xIcwUyiVTIIQKwDAgZNmeYVwNsTC4qOgfmr+++eHj2UNyTY2nvvEeeKEb7EA9om5uWfZ8diY7FisAAAHV5p5EFZeyOX06WefO194oTUzo0kARtjKynMTHw4fbl24oFXECgBwcF282cwcK1h5Ia1z554ttTA21jp+fPtrLgBGzttvP/f3/MUXrcsrVgCAg25tcyvPgIWFxUfaMJWVle1pt+En0bGx7fkRwgWAUTEz0zpy5LlBCkafiRUAgMDC4iOxwi6pVltHj7aHC/aJABhaGxvtgYK1csQKAECnNFtCiBUG+An1yJHWqVOta9c0D8CwOHduOz44fNhAM7ECAJDK375tiBV2VWe4MDa2va74qVO2KAPYSydPPreAgkBBrAAApHS5vtpvrHCjsabdcimXn9uEcmysdeiQWAFgLx0//twOPqWSQEGsAACk9fPDx59dWU4fK6xtbmm0AqysbK8u/uKLO1+I9XLy5PaH3Zde2t60Mlslrlg+M5P9wYNK/PB99uzAD3HhQt5DJG4Xl/8QZ88mHGJuLu8hEteTu3174IdYWcl7iKmpgR/i9OnkmzT/IRKn4k9N5T3ELtzgiYfYhRs8/yESb/DTp7cT3ldeSb5PESsAAF2tbW7daKx9dmU5ZpOIv33bsLtk8ZaW4j61R79Ay1aJH6bzHyKxn3nixMAPcfp03kMk9jPzH+LEieQeYM5DHD+eHI4M+hC3b+c9xJEjAz/EWIreSv5DJHbIO2dFDeENnniIXbjB8x8i8QZfWvJ2JFYAAIr06/qTnx8+DuvX9SfaZG+MRK9DrCBWECuIFUY9VkCsAACwb127tv2xPnMlDsOem8v1+BcuJH/Ll/MppDnE7dt5D5HYA8x/iMSNP5aW8h4icTD5ysrAD7GxkfcQiTuw5j9EYlc5iGByVuKaKdVq3kPswg2eeIhduMHzHyLxBkesAAAAAOwnYgUAAAAgI7ECAAAAkJFYAQAAAMhIrAAAAABkJFYAAAAAMhIrAAAAABmJFQAAAICMxAoAAABARmIFAAAAICOxAgAAAJCRWAEAAADISKwAAAAAZCRWAAAAADISKwAAAAAZiRUAAACAjMQKAAAAQEZiBQAAACAjsQIAAACQkVgBAAAAyEisAAAAAGQkVgAAAAAyEisAAAAAGYkVAAAAgIzECgAAAEBGYgUAAAAgI7ECAAAAkJFYAQAAAMhIrAAAAABkJFYAAAAAMhIrAAAAABmJFQAAAICMxAoAAABARmIFAAAAICOxAgAAAJBRXKzww0+Pzn2//PH/uq+UUkoppZRSSqkDWLPzP//w06PHW//ZX6zwr9rKf/kf1//w56tKKaWUUkoppZQ64HXi3R9m539OGyt88B8NTaaUUkoppZRSSqloTf2//19yrHCjsa6llFJKKaWUUkop1Vn/qq0kxAr//V+LmkkppZRSSimllFKd9V8/+d8JscJ//eR/ayallFJKKaWUUkp11ol3f2hbvrE9Vnj1o5uaSSmllFJKKaWUUl0rIVb4v7+8q42UUkoppZRSSinVWcmTIL69vaqZlFJKKaWUUkop1Vkf/6/7yRtMGrCglFJKKaWUUkqpzqEKbTMguscKj7f+84P/aGgvpZRSSimllFJKBfV/nas31590ZghdYoXA4sq///HDLx//r/tKKaWUUkoppZQ6sHXu++UbjfVe6UHPWAEAAAAgnlgBAAAAyEisAAAAAGQkVgAAAAAyEisAAAAAGYkVAAAAgIzECgAAAEBGYgUAAAAgI7ECAAAAkJFYAQAAAMhIrAAAAABkJFYAAAAAMhIrAAAAABmJFQAAAICMxAoAAABARmIFAAAAICOxAgAAAJCRWAEAAADISKwAAAAAZCRWAAAAADISKwAAAAAZiRUAAACAjMQKAAAAQEZiBQAAACAjsQIAAACQkVgBAAAAyEisAAAAAGQkVgAAAAAyEisAAAAAGYkVAAAAgIzECgAAAEBGYgUAAAAgI7ECAAAAkJFYAQAAAMhIrAAAAABkJFYAAAAAMhIrAAAAABmJFQAAAICMxAoAAABARmIFAAAAICOxAgAAAJCRWAEAAADISKwAAAAAZCRWAAAAADISKwAAAAAZiRUAAACAjMQKAAAAQEb/P1InoWHn8GL1AAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Работа с исключениями: обработка исключений\n", + "\n", + "Иногда исключения должны быть частью логики программы. Например, если входное число не подошло для вашего модуля по области значений, необязательно останавливать программу и вываливаться с исключением, достаточно просто вывести сообщение об этой проблеме на экран и предложить пользователю повторить ввод.\n", + "\n", + "Для обработки исключений в питоне используется блок \"try - except\".\n", + "\n", + "![2_try_except.png](attachment:2_try_except.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " get_note_name(\"abcdef\")\n", + "except:\n", + " print(\"Что-то пошло не так\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Но в таком \"общем\" виде использовать этот блок - плохой стиль, поскольку непонятно, почему именно случилось исключение. Лучше его конкретизировать:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " get_note_name(\"abcdef\")\n", + "except ValueError:\n", + " print(\"что-то пошло не так\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "В этом случае мы обрабатываем только этот тип исключений. Другой обработан не будет:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " get_note_name(3555.0)\n", + "except ValueError:\n", + " print(\"что-то пошло не так\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Чтобы учесть оба возможных исключения, мы можем добавить либо обработку их класса-предка (см. картинку с иерархией исключений), либо обработку каждого конкретного исключения." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " get_note_name(100500.0)\n", + "except Exception:\n", + " print(\"что-то пошло не так\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " get_note_name(100500.0)\n", + "except ValueError:\n", + " print(\"Значение неверное\")\n", + "except TypeError:\n", + " print(\"Тип аргумента неверный\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Сам объект исключения содержит в себе несколько полей, которые могут быть полезны при обработке исключений. Мы можем обратиться к нему, используя ключевое слово as, чтобы записать его в переменную и, например, посмотреть его строковое представление." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " get_note_name(100500)\n", + "except ValueError as exc:\n", + " print(exc)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Кстати, полезно иметь в виду, что переменная exc будет определена только внутри блока except:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "exc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "И еще мы можем передавать через объект исключения какие-то параметры:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " raise Exception(\"description\", \"arg1\", 45, 34.2)\n", + "except Exception as exc:\n", + " print(exc.args)" + ] + }, + { + "attachments": { + "4_else.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Блок else\n", + "\n", + "В этом блоке мы можем описать код, который должен выполниться только если в \"опасном\" блоке кода не произошло исключений.\n", + "\n", + "![4_else.png](attachment:4_else.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def play_note(note):\n", + " print(\"Играю ноту \" + note)\n", + " \n", + "try:\n", + " note = get_note_name(4)\n", + "except ValueError:\n", + " print(\"Значение неверное\")\n", + "except TypeError:\n", + " print(\"Тип аргумента неверный\")\n", + "else:\n", + " play_note(note)" + ] + }, + { + "attachments": { + "5_finally.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Блок finally\n", + "\n", + "В некоторых ситуациях бывает нужно что-то сделать вне зависимости от того, успешно ли исполнился код. Например, закрыть открытый файловый дескриптор. Для этих целей предназначен оператор finally\n", + "\n", + "![5_finally.png](attachment:5_finally.png)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " note = get_note_name(4)\n", + "except ValueError:\n", + " print(\"Значение неверное\")\n", + "except TypeError:\n", + " print(\"Тип аргумента неверный\")\n", + "else:\n", + " play_note(note)\n", + "finally:\n", + " print(\"Сделал всё, что мог\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " note = get_note_name(42342)\n", + "except ValueError:\n", + " print(\"Значение неверное\")\n", + "except TypeError:\n", + " print(\"Тип аргумента неверный\")\n", + "else:\n", + " play_note(note)\n", + "finally:\n", + " print(\"Сделал всё, что мог\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " 1 / 0\n", + "except ValueError:\n", + " print(\"Значение неверное\")\n", + "except TypeError:\n", + " print(\"Тип аргумента неверный\")\n", + "else:\n", + " play_note(note)\n", + "finally:\n", + " print(\"Сделал всё, что мог\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## NotImplementedError\n", + "\n", + "Это исключение используется, когда мы в общем случае предполагаем наличие метода у объекта, но в конкретной реализации он не определен. С его помощью можно создавать абстрактные классы:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class AbstractAnimal:\n", + " species = NotImplemented\n", + " \n", + " def make_a_sound(self):\n", + " raise NotImplementedError(\"Этот класс - абстрактный, используйте конкретную реализацию\")\n", + " \n", + "\n", + "class Cat(AbstractAnimal):\n", + " species = \"Кошка\"\n", + " \n", + " def make_a_sound(self):\n", + " print(\"Мяяяяяяяу\")\n", + " \n", + " \n", + "class Dog(AbstractAnimal):\n", + " species = \"Собака\"\n", + " \n", + " def make_a_sound(self):\n", + " print(\"Гав\") " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "AbstractAnimal().species" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "AbstractAnimal().make_a_sound()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Cat().make_a_sound()\n", + "Dog().make_a_sound()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Custom Exceptions\n", + "\n", + "Часто при создании крупных проектов и библиотек хочется конкретизировать ошибки, чтобы быстрее с ними справляться или обрабатывать только конкретные случаи ошибок. Для этого можно создать классы новых исключений, отнаследовавшись от базового или любого другого исключения." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class MyIndexError(IndexError):\n", + " def __init__(self,*args,**kwargs):\n", + " IndexError.__init__(self,*args,**kwargs)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "При этом наследование этого класса будет учитываться при поимке исключения:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " raise IndexError(\"выбрасываем IndexError\")\n", + "except MyIndexError:\n", + " print(\"поймали\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " raise MyIndexError(\"выбрасываем IndexError\")\n", + "except IndexError:\n", + " print(\"поймали\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Или, например, мы не хотим показывать в сообщении об ошибке все параметры, с которыми было выброшено исключение, но хотим их записать в лог. Тогда мы можем переопределить конструктор исключения:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "class MyLoggingError(Exception):\n", + " def __init__(self, message, *args):\n", + " super(MyLoggingError, self).__init__(\"Вызываем конструктор базового исключения, но без входных аргументов\")\n", + " with open(\"exceptions_log.txt\", \"a+\") as log:\n", + " log.write(message + \":\" + str(args))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(10):\n", + " try:\n", + " raise MyLoggingError(\"Сообщение об ошибке. Аргументы\", i, \"arg%d\" % i)\n", + " except MyLoggingError:\n", + " pass " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\"exceptions_log.txt\", \"r\") as f:\n", + " print(f.read())" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_5/03. Decimal, Logging.ipynb b/lecture_5/03. Decimal, Logging.ipynb new file mode 100644 index 0000000..0e56cae --- /dev/null +++ b/lecture_5/03. Decimal, Logging.ipynb @@ -0,0 +1,433 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Decimal\n", + "\n", + "Такая особенность встречается во многих языках программирования:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3.3000000000000003" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "1.1 + 2.2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "5.551115123125783e-17" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "0.1 + 0.1 + 0.1 - 0.3" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3.3" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from decimal import Decimal\n", + "\n", + "float(Decimal('1.1') + Decimal('2.2'))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.0" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "float(Decimal('0.1') + Decimal('0.1') + Decimal('0.1') - Decimal('0.3'))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Logging\n", + "\n", + "https://habr.com/ru/post/144566/\n", + "\n", + "Когда проект разрастается до определенной степени, появляется необзодимость в ведении журнала событий - лога. Это нужно, чтобы быстро понимать причины ошибок, улавливать нетипичное поведение программы, искать аномалии во входящих данных и т.д.\n", + "\n", + "В Python есть встроенная библиотека, которая позволяет удобно логировать события. Изначально представлены 5 уровне логирования:\n", + "\n", + "- debug - для отладки\n", + "- info - просто информационное сообщение\n", + "- warning - предупреждение\n", + "- error - ошибка\n", + "- critical - критическая ошибка" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "\n", + "logging.debug(\"Сообщение для отладки\")\n", + "logging.info(\"Самое обыкновенное информационное сообщение\")\n", + "logging.warning(\"Предупреждение\")\n", + "logging.error(\"Ошибка\")\n", + "logging.critical(\"Полный крах\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Вывелись не все сообщения, поскольку по умолчанию уровень вывода сообщений - warning. Можем его поменять, но это нужно сделать до первого вызова вывода ошибки." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "logging.basicConfig(level=logging.DEBUG)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "logging.debug(\"Сообщение для отладки\")\n", + "logging.info(\"Самое обыкновенное информационное сообщение\")\n", + "logging.warning(\"Предупреждение\")\n", + "logging.error(\"Ошибка\")\n", + "logging.critical(\"Полный крах\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Есть несколько встроенных в библиотеку значений, которые могут помочь сделать лог более подробным: \n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "

Attribute name

Format

Description

args

You shouldn’t need to\n", + "format this yourself.

The tuple of arguments merged into msg to\n", + "produce message, or a dict whose values\n", + "are used for the merge (when there is only one\n", + "argument, and it is a dictionary).

asctime

%(asctime)s

Human-readable time when the\n", + "LogRecord was created. By default\n", + "this is of the form ‘2003-07-08 16:49:45,896’\n", + "(the numbers after the comma are millisecond\n", + "portion of the time).

created

%(created)f

Time when the LogRecord was created\n", + "(as returned by time.time()).

exc_info

You shouldn’t need to\n", + "format this yourself.

Exception tuple (à la sys.exc_info) or,\n", + "if no exception has occurred, None.

filename

%(filename)s

Filename portion of pathname.

funcName

%(funcName)s

Name of function containing the logging call.

levelname

%(levelname)s

Text logging level for the message\n", + "('DEBUG', 'INFO', 'WARNING',\n", + "'ERROR', 'CRITICAL').

levelno

%(levelno)s

Numeric logging level for the message\n", + "(DEBUG, INFO,\n", + "WARNING, ERROR,\n", + "CRITICAL).

lineno

%(lineno)d

Source line number where the logging call was\n", + "issued (if available).

message

%(message)s

The logged message, computed as msg %\n", + "args. This is set when\n", + "Formatter.format() is invoked.

module

%(module)s

Module (name portion of filename).

msecs

%(msecs)d

Millisecond portion of the time when the\n", + "LogRecord was created.

msg

You shouldn’t need to\n", + "format this yourself.

The format string passed in the original\n", + "logging call. Merged with args to\n", + "produce message, or an arbitrary object\n", + "(see Using arbitrary objects as messages).

name

%(name)s

Name of the logger used to log the call.

pathname

%(pathname)s

Full pathname of the source file where the\n", + "logging call was issued (if available).

process

%(process)d

Process ID (if available).

processName

%(processName)s

Process name (if available).

relativeCreated

%(relativeCreated)d

Time in milliseconds when the LogRecord was\n", + "created, relative to the time the logging\n", + "module was loaded.

stack_info

You shouldn’t need to\n", + "format this yourself.

Stack frame information (where available)\n", + "from the bottom of the stack in the current\n", + "thread, up to and including the stack frame\n", + "of the logging call which resulted in the\n", + "creation of this record.

thread

%(thread)d

Thread ID (if available).

threadName

%(threadName)s

Thread name (if available).

\n", + "\n", + "Применяются они так:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "\n", + "logging.basicConfig(\n", + " format='%(filename)s[LINE:%(lineno)d]# %(levelname)-8s [%(asctime)s] %(message)s',\n", + " level=logging.DEBUG\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "logging.debug(\"Сообщение для отладки\")\n", + "logging.info(\"Самое обыкновенное информационное сообщение\")\n", + "logging.warning(\"Предупреждение\")\n", + "logging.error(\"Ошибка\")\n", + "logging.critical(\"Полный крах\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Запись лога в файл\n", + "\n", + "Конечно, просто выводить логи на экран - бессмысленная затея. Нужно сохранять их в файл:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "\n", + "logging.basicConfig(\n", + " format='%(filename)s[LINE:%(lineno)d]# %(levelname)-8s [%(asctime)s] %(message)s',\n", + " level=logging.DEBUG,\n", + " filename=\"log.txt\",\n", + " filemode=\n", + ")\n", + "\n", + "\n", + "logging.debug(\"Сообщение для отладки\")\n", + "logging.info(\"Самое обыкновенное информационное сообщение\")\n", + "logging.warning(\"Предупреждение\")\n", + "logging.error(\"Ошибка\")\n", + "logging.critical(\"Полный крах\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\"log.txt\") as f:\n", + " print(f.read())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Несколько логгеров\n", + "\n", + "Использование общей конфигурации для логов на весь проект - плохая идея, поскольку это влияет и на логи окружения, и всё сливается в одну кашу. Лучше завести для каждой отдельной части крупного приложения свой логгер." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "\n", + "# получим логгер для нашего приложения либо создадим новый, если он еще не создан (паттерн Синглтон)\n", + "logger = logging.getLogger(\"our_app_name\")\n", + "logger.setLevel(logging.DEBUG)\n", + "# опишем, куда и как будем сохранять логи: зададим файл и формат\n", + "handler = logging.FileHandler('our_app_log.txt', 'a', 'utf-8')\n", + "formatter = logging.Formatter(\"%(filename)s[LINE:%(lineno)d]# %(levelname)-8s [%(asctime)s] %(message)s\")\n", + "\n", + "# установим файлу нужный формат, а нужный файл - логгеру\n", + "handler.setFormatter(formatter)\n", + "logger.addHandler(handler)\n", + "\n", + "# можно даже записывать сразу в несколько файлов\n", + "handler2 = logging.FileHandler('our_app_log2.txt', 'a', 'utf-8')\n", + "handler2.setFormatter(formatter)\n", + "logger.addHandler(handler2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "logger.info(\"Наш новый логгер работает\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_5/04/iterator.png b/lecture_5/04/iterator.png new file mode 100644 index 0000000000000000000000000000000000000000..1f9a946d1be3d7c4ee21f751844e22fe8c4c7751 GIT binary patch literal 39321 zcmbrlbyQr@(=FK0xH}|RSa!7V{UaCdj7(I5dD4;q47a1U<5-9m7e;4Xpb{PL~u zz4yn=yfzyLMHbd+w#1)kM8hmBU1PjRpV!Fcsvb)d2t?2==N#0m6{*W$JqX z0RG{fvZf5ob#rs;?d?@iP_VSL?C9ut|DOS~<>lqyym*JAFypVv 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+upper(12342) \ No newline at end of file diff --git a/lecture_5/07/typing2.py b/lecture_5/07/typing2.py new file mode 100644 index 0000000..a85eabb --- /dev/null +++ b/lecture_5/07/typing2.py @@ -0,0 +1,9 @@ +from typing import Union, Dict + +def some_func(arg: Union[Dict[str, str], str]) -> int: + return len(arg) + + +some_func({"a": "b"}) +some_func("abc") +some_func({"a": 1}) \ No newline at end of file diff --git a/lecture_5/07/typing3.py b/lecture_5/07/typing3.py new file mode 100644 index 0000000..50377b2 --- /dev/null +++ b/lecture_5/07/typing3.py @@ -0,0 +1,21 @@ +from typing import TypeVar, Generic + +T = TypeVar("T") + +class LinkedList(Generic[T]): + data: T + next: "LinkedList[T]" + + def __init__(self, data: T): + self.data = data + +head_int: LinkedList[int] = LinkedList(1) +head_int.next = LinkedList(2) +head_int.next = 2 # error: Incompatible types in assignment (expression has type "int", variable has type "LinkedList[int]") +head_int.data += 1 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zX#eu%&KPc2>?T7E_F6^GB<-y4c<+J-gVu&qJ+UD3#EoC Date: Thu, 2 Apr 2020 02:54:10 +0300 Subject: [PATCH 04/22] Create homework2.md --- lecture_5/homework2.md | 60 ++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 60 insertions(+) create mode 100644 lecture_5/homework2.md diff --git a/lecture_5/homework2.md b/lecture_5/homework2.md new file mode 100644 index 0000000..3b96cc7 --- /dev/null +++ b/lecture_5/homework2.md @@ -0,0 +1,60 @@ +# # Домашка 2 + +Вам нужно реализовать модуль, который будет собирать информацию по заболевшим коронавирусом =) + +## Объект Patient + +Нужно хранить следующую информацию: + +- имя +- фамилия +- дата рождения +- номер телефона +- тип документа, удостоверяющего личность (паспорт, загран либо водительские права) +- номер документа, удостоверяющего личность + +### Создание объекта + +Объект больного должен поддерживать два способа создания: +- через конструктор: `Patient("Кондрат", "Коловрат", "1978-01-31", "+7-916-000-00-00", "паспорт", "4514 000000")` +- через метод create: `Patient.create("Кондрат", "Коловрат", "1978-01-31", "+7-916-000-00-00", "паспорт", "4514 000000")` + +Для каждого поля должна проводиться проверка правильности значения. При этом некоторые значения могут подаваться в разных вариантах, и их все нужно привести к единому виду. Например, телефон можно записать так: "89160000000", а можно "+7 (916) 000-00-00". Нужно учесть несколько вариантов. + +Создание нового пользователя должно быть залогировано в файл. Если на вход поданы некорректные по формату данные, вызывается соответствующее исключение. Любое исключение должно быть залогировано в отдельный лог с ошибками. + +### Изменение объекта + +После создания объекта попытки изменить имя и фамилию должны вызывать ошибку (с логированием). Изменение остальных полей должно происходить с теми же проверками, что и в конструкторе. Логировать изменение поля также нужно (можно сделать общий лог для назначения поля извне и из `__init__`) + +### Хранение объектов + +Хранить полученные записи нужно в csv-файле. Можно работать с ним средствами питона, а можно через бибилотеку pandas. У объекта Patient должен быть метод `save`, при вызове которого он дозаписывается в файл. Сохранение объекта должно логироваться в файл с успешными логами. Ошибки - в лог с ошибками. + +## Объект PatientCollection + +Должен поддерживать следующий синтаксис: + + + +```python + collection = PatientCollection(path_to_file) + for patient in collection: + print(patient) +``` + +При этом patient должен быть объектом класса Patient. + +Также должен быть метод `limit`, который будет возвращать итератор/генератор первых n записей: + +```python +collection = PatientCollection(path_to_file) +for patient in collection.limit(8): + print(patient) +``` + +При ручном изменении файла во время исполнения этого кода на следующей итерации нужно выдавать уже новые значения. + +## Проверка задания + +Я напилю скрипт, который проверяет основные моменты и выложу его на гитхаб. После того, как скрипт выдаст, что всё ок, можно делать пулл-реквест. From d3ed6ff0fcf822232cea013569133f6078bfaf8c Mon Sep 17 00:00:00 2001 From: Ivan Romanov Date: Sun, 5 Apr 2020 17:25:46 +0300 Subject: [PATCH 05/22] Update homework2.md --- lecture_5/homework2.md | 15 ++++++++++++--- 1 file changed, 12 insertions(+), 3 deletions(-) diff --git a/lecture_5/homework2.md b/lecture_5/homework2.md index 3b96cc7..ad37227 100644 --- a/lecture_5/homework2.md +++ b/lecture_5/homework2.md @@ -13,6 +13,15 @@ - тип документа, удостоверяющего личность (паспорт, загран либо водительские права) - номер документа, удостоверяющего личность +Эта информация должна быть доступна соответственно из полей: + + - first_name + - last_name + - birth_date + - phone + - document_type + - document_id + ### Создание объекта Объект больного должен поддерживать два способа создания: @@ -38,9 +47,9 @@ ```python - collection = PatientCollection(path_to_file) - for patient in collection: - print(patient) +collection = PatientCollection(path_to_file) +for patient in collection: + print(patient) ``` При этом patient должен быть объектом класса Patient. From 9e2dde8329337cdd404287f87f3c09a9ac706e18 Mon Sep 17 00:00:00 2001 From: Ivan Date: Wed, 8 Apr 2020 18:56:49 +0300 Subject: [PATCH 06/22] 6: serialization, gc, testing, git --- lecture_6/01 Serialization.ipynb | 334 ++++++++++++++ lecture_6/02. Garbage Collection.ipynb | 394 ++++++++++++++++ lecture_6/03. Testing.ipynb | 597 +++++++++++++++++++++++++ lecture_6/03/circularref.svg | 2 + lecture_6/03/image_10.png | Bin 0 -> 18372 bytes lecture_6/03/image_12.png | Bin 0 -> 35081 bytes lecture_6/03/image_14.png | Bin 0 -> 34062 bytes lecture_6/03/image_16.png | Bin 0 -> 27365 bytes lecture_6/03/image_4.png | Bin 0 -> 22175 bytes lecture_6/03/image_6.png | Bin 0 -> 22275 bytes lecture_6/03/image_8.png | Bin 0 -> 17992 bytes lecture_6/04. 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Git.pdf create mode 100644 lecture_6/17/0_assert.png create mode 100644 lecture_6/17/18-00.png create mode 100644 lecture_6/17/18-01.png create mode 100644 lecture_6/17/18-02.png create mode 100644 lecture_6/17/18-03.png create mode 100644 lecture_6/17/18-05.png create mode 100644 lecture_6/17/18-06.png create mode 100644 lecture_6/README.md diff --git a/lecture_6/01 Serialization.ipynb b/lecture_6/01 Serialization.ipynb new file mode 100644 index 0000000..c5b804b --- /dev/null +++ b/lecture_6/01 Serialization.ipynb @@ -0,0 +1,334 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "3saG1xD4-JfF" + }, + "source": [ + "# Сериализация\n", + "\n", + "## Обработка конфигурационных файлов" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "M417rJFT-fG3" + }, + "source": [ + "### json\n", + "\n", + "JSON (JavaScript Object Notation) - простой формат обмена данными, основанный на подмножестве синтаксиса JavaScript. Модуль json позволяет кодировать и декодировать данные в удобном формате.\n", + "\n", + "Некоторые возможности библиотеки **json**\n", + "\n", + "**json.dump**`(obj, fp, skipkeys=False, ensure_ascii=True, check_circular=True, allow_nan=True, cls=None, indent=None, separators=None, default=None, sort_keys=False, **kw)` - сериализует obj как форматированный JSON поток в fp.\n", + "\n", + "**json.dumps**`(obj, skipkeys=False, ensure_ascii=True, check_circular=True, allow_nan=True, cls=None, indent=None, separators=None, default=None, sort_keys=False, **kw)` - сериализует obj в строку JSON-формата.\n", + "\n", + "**json.load**`(fp, cls=None, object_hook=None, parse_float=None, parse_int=None, parse_constant=None, object_pairs_hook=None, **kw)` - десериализует JSON из fp.\n", + "\n", + "**json.loads**`(s, encoding=None, cls=None, object_hook=None, parse_float=None, parse_int=None, parse_constant=None, object_pairs_hook=None, **kw)` - десериализует s (экземпляр str, содержащий документ JSON) в объект Python." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 170 + }, + "colab_type": "code", + "executionInfo": { + "elapsed": 976, + "status": "ok", + "timestamp": 1575465221468, + "user": { + "displayName": "Надежда Демиденко", + "photoUrl": "https://lh3.googleusercontent.com/a-/AAuE7mA6D7k5OgtG9hzPe8Abs8DfOKAXQoTXaPfn7EY=s64", + "userId": "05224310221243935536" + }, + "user_tz": -180 + }, + "id": "gvxfsMJoi5C3", + "outputId": "cf696a08-e536-4c05-b091-36e5947ea4f5" + }, + "outputs": [], + "source": [ + "import json\n", + "\n", + "# Кодирование основных объектов Python\n", + "print(json.dumps(['foo', {'bar': ('baz', None, 1.0, 2)}]))\n", + "print(json.dumps({\"c\": 0, \"b\": 0, \"a\": 0}, sort_keys=True))\n", + "\n", + "# Компактное кодирование\n", + "print(json.dumps([1,2,3,{'4': 5, '6': 7}], separators=(',', ':')))\n", + "\n", + "# Красивый вывод\n", + "print(json.dumps({'4': 5, '6': 7}, sort_keys=True, indent=4))\n", + "\n", + "# Декодирование (парсинг) JSON\n", + "print(json.loads('[\"foo\", {\"bar\":[\"baz\", null, 1.0, 2]}]'))\n", + "print(json.loads('\"\\\\\"foo\\\\bar\"'))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "ai6CKu-_A16t" + }, + "source": [ + "### yaml\n", + "\n", + "YAML (YAML Ain’t Markup Language) - еще один текстовый формат для записи данных.\n", + "\n", + "YAML более приятен для восприятия человеком, чем JSON, поэтому его часто используют для описания сценариев в ПО. Например, в Ansible.\n", + "\n", + "Для работы с YAML в Python используется модуль **pyyaml**. Он не входит в стандартную библиотеку модулей, поэтому его нужно установить:\n", + "\n", + "`pip install pyyaml`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "F8gvhIQ8l5ZN", + "outputId": "f10539be-c56f-4a90-ac6a-772c211cf20a" + }, + "outputs": [], + "source": [ + "# Чтение из YAML (файл info.yaml)\n", + "\n", + "import yaml\n", + "from pprint import pprint # Модуль pprint позволяет красиво отображать объекты Python\n", + "\n", + "with open('info.yaml') as f:\n", + " templates = yaml.safe_load(f)\n", + "\n", + "pprint(templates) # Использование функции модуля pprint для вывода" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "zrzjXmXhl5ZP", + "outputId": "3b65519e-c3df-44af-b262-cc6fa58a4db3" + }, + "outputs": [], + "source": [ + "# Запись в YAML\n", + "\n", + "trunk_template = [\n", + " 'switchport trunk encapsulation dot1q', 'switchport mode trunk',\n", + " 'switchport trunk native vlan 999', 'switchport trunk allowed vlan'\n", + "]\n", + "\n", + "access_template = [\n", + " 'switchport mode access', 'switchport access vlan',\n", + " 'switchport nonegotiate', 'spanning-tree portfast',\n", + " 'spanning-tree bpduguard enable'\n", + "]\n", + "\n", + "to_yaml = {'trunk': trunk_template, 'access': access_template}\n", + "\n", + "with open('sw_templates.yaml', 'w') as f:\n", + " yaml.dump(to_yaml, f)\n", + "\n", + "with open('sw_templates.yaml') as f:\n", + " print(f.read())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "hro87YF3CKLN" + }, + "source": [ + "### ini\n", + "\n", + "Как правило, ini-файлы используют для хранения настроек приложения или операционной системы. Библиотека в ядре Python включает в себя модуль, под названием **configparser**, который вы можете использовать для создания и работы с файлами конфигурации." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 238 + }, + "colab_type": "code", + "executionInfo": { + "elapsed": 980, + "status": "ok", + "timestamp": 1575465679176, + "user": { + "displayName": "Надежда Демиденко", + "photoUrl": "https://lh3.googleusercontent.com/a-/AAuE7mA6D7k5OgtG9hzPe8Abs8DfOKAXQoTXaPfn7EY=s64", + "userId": "05224310221243935536" + }, + "user_tz": -180 + }, + "id": "PB1plBV8CYE-", + "outputId": "3f709612-cbf4-4de2-f434-47202994d2ad" + }, + "outputs": [], + "source": [ + "import configparser\n", + "\n", + "# Создание конфигурационного файла\n", + "config = configparser.ConfigParser()\n", + "config.add_section(\"Settings\")\n", + "config.set(\"Settings\", \"font\", \"Courier\")\n", + "config.set(\"Settings\", \"font_size\", \"10\")\n", + "config.set(\"Settings\", \"font_style\", \"Normal\")\n", + "config.set(\"Settings\", \"font_info\",\n", + " \"You are using %(font)s at %(font_size)s pt\")\n", + " \n", + "with open('my_settings.ini', 'w') as config_file:\n", + " config.write(config_file)\n", + "\n", + "# ===Выведем содержимое файла===\n", + "with open('my_settings.ini', 'r') as config_file:\n", + " print(config_file.read())\n", + "\n", + "\n", + "\n", + "# Чтение конфигурационного файла\n", + "config = configparser.ConfigParser()\n", + "config.read('my_settings.ini')\n", + " \n", + "# Читаем некоторые значения из конфиг. файла.\n", + "font = config.get(\"Settings\", \"font\")\n", + "font_size = config.get(\"Settings\", \"font_size\")\n", + "\n", + "# Меняем значения из конфиг. файла.\n", + "config.set(\"Settings\", \"font_size\", \"12\")\n", + "\n", + "# Удаляем значение из конфиг. файла.\n", + "config.remove_option(\"Settings\", \"font_style\")\n", + " \n", + "# Вносим изменения в конфиг. файл.\n", + "with open('my_settings.ini', \"w\") as config_file:\n", + " config.write(config_file)\n", + "\n", + "# ===Выведем содержимое файла===\n", + "with open('my_settings.ini', 'r') as config_file:\n", + " print(config_file.read())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "7HYnq7_0fMez" + }, + "source": [ + "## Консервация объектов\n", + "\n", + "Модуль `pickle` (англ. pickle - консервировать) реализует мощный алгоритм сериализации и десериализации объектов Python. \"Pickling\" - процесс преобразования объекта Python в поток байтов, а \"unpickling\" - обратная операция, в результате которой поток байтов преобразуется обратно в Python-объект. Так как поток байтов легко можно записать в файл, модуль `pickle` широко применяется для сохранения и загрузки сложных объектов в Python.\n", + "\n", + "Модуль pickle предоставляет следующие функции для удобства сохранения/загрузки объектов:\n", + "\n", + "- `pickle.dump(obj, file, protocol=None, *, fix_imports=True)`\\\n", + "Записывает сериализованный объект в файл. Дополнительный аргумент protocol указывает используемый протокол. По умолчанию равен 3 и именно он рекомендован для использования в Python 3 (несмотря на то, что в Python 3.4 добавили протокол версии 4 с некоторыми оптимизациями). В любом случае, записывать и загружать надо с одним и тем же протоколом.\n", + "\n", + "- `pickle.dumps(obj, protocol=None, *, fix_imports=True)`\\\n", + "Возвращает сериализованный объект. Впоследствии вы его можете использовать как угодно.\n", + "\n", + "- `pickle.load(file, *, fix_imports=True, encoding=\"ASCII\", errors=\"strict\")`\\\n", + "Загружает объект из файла.\n", + "\n", + "- `pickle.loads(bytes_object, *, fix_imports=True, encoding=\"ASCII\", errors=\"strict\")`\\\n", + "Загружает объект из потока байт.\n", + "\n", + "Модуль `pickle` также определяет несколько исключений:\n", + "\n", + "`pickle.PickleError`\n", + "- `pickle.PicklingError` - случились проблемы с сериализацией объекта.\n", + "- `pickle.UnpicklingError` - случились проблемы с десериализацией объекта.\n", + "\n", + "Этих функций вполне достаточно для сохранения и загрузки встроенных типов данных.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 34 + }, + "colab_type": "code", + "executionInfo": { + "elapsed": 1532, + "status": "ok", + "timestamp": 1575808672530, + "user": { + "displayName": "Надежда Демиденко", + "photoUrl": "https://lh3.googleusercontent.com/a-/AAuE7mA6D7k5OgtG9hzPe8Abs8DfOKAXQoTXaPfn7EY=s64", + "userId": "05224310221243935536" + }, + "user_tz": -180 + }, + "id": "tZdGPehqgtNn", + "outputId": "f3037b95-629e-46b1-ec5b-d2f7eaa8685d" + }, + "outputs": [], + "source": [ + "import pickle\n", + "data = {\n", + " 'a': [1, 2.0, 3, 4+6j],\n", + " 'b': (\"character string\", b\"byte string\"),\n", + " 'c': {None, True, False}\n", + "}\n", + "\n", + "with open('data.pickle', 'wb') as f:\n", + " pickle.dump(data, f)\n", + "\n", + "with open('data.pickle', 'rb') as f:\n", + " data_new = pickle.load(f)\n", + "\n", + "print(data_new)" + ] + } + ], + "metadata": { + "colab": { + "name": "topic11.ipynb", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/lecture_6/02. Garbage Collection.ipynb b/lecture_6/02. Garbage Collection.ipynb new file mode 100644 index 0000000..56e0162 --- /dev/null +++ b/lecture_6/02. Garbage Collection.ipynb @@ -0,0 +1,394 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Garbage Collection\n", + "\n", + "## Реализации Python\n", + "\n", + "- CPython - основная\n", + "- PyPy\n", + "- IronPython (.net)\n", + "- Jython (JVM)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Сборщик мусора\n", + "\n", + "- не нужно думать о памяти: нет утечек\n", + "- нет double free ошибок\n", + "\n", + "\n", + "- дополнительное использование процессора и памяти\n", + "- очистка памяти в случайное время\n", + "\n", + "## Сборщик мусора в Python\n", + "\n", + "состоит из двух компонент:\n", + "\n", + "1. Подсчет ссылок\n", + "2. Generative garbage collector\n", + "\n", + "https://rushter.com/blog/python-garbage-collector/" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Reference counting\n", + "\n", + "В Python для каждого объекта создается счетчик ссылок на него. Счетчик инкрементируется, когда в коде происходит:\n", + "\n", + "- операция присваивания\n", + "- передача аргумента\n", + "- добавление объекта в коллекцию" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.getrefcount(\"654321\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "b = \"654321\"\n", + "sys.getrefcount(\"654321\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "b = 1\n", + "sys.getrefcount(\"654321\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Refcount и стек вызовов\n", + "\n", + "Создадим обычный список. Сразу получим 1 ссылку на него - от переменной `foo`. Вторая ссылка появляется потому, что мы передаем `foo` как аргумент в `getrefcount`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "foo = []\n", + "sys.getrefcount(foo)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Внутри вызванной функции получим 2 дополнительные ссылки: из аргумента функции и из стека вызовов питона." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def bar(a):\n", + " print(sys.getrefcount(a))\n", + " \n", + "bar(foo)\n", + "\n", + "sys.getrefcount(foo)" + ] + }, + { + "attachments": { + "circularref.svg": { + "image/svg+xml": [ + 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+ ] + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Подсчет ссылок влечет за собой следующие нюансы:\n", + "\n", + "- память сразу можно очистить\n", + "\n", + "\n", + "- сложности при обработке циклических ссылок\n", + "\n", + "![circularref.svg](attachment:circularref.svg)\n", + "\n", + "- thread-lock\n", + "- затратно по ресурсам: в каждом прогоне сборщик мусора должен опросить каждый существующий объект" + ] + }, + { + "attachments": { + "image_10.png": { + "image/png": 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" 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ctfeNcJwMTelZh8YnKcvHzI+cRLlb+xlLB/QxvyJ/wZY07N5JgWGhYl0Malz3zihYtAONNrTGSolyt7ZZyPmigH0VcAag8/x5cnIywsPDcWjTWuxqmg+3Wz+BO+2eQFR77YzLY7vR6glsbUbR7vu8lHl0XgvvLMvYuD/LAWY8d3w6LBoHMizd+pCXbm32RReas25JwWKWBplVoyAzDjBjWL9BsB5Cc9bqMLgKay6PYR0Sn6jMnVt7OA7ok/HKq81o2L29AsOCRTsa2DqgQOF2KFK8JQF9nSSWsbYRyvmigD0VcBag8/x5aGgoDmxYDc/Gz+Bmi1yIaJULka21swgqi8u8TmVvafICju3djYiIiEyXsCVRD/LyndgHepL29HdW1+YALx4GZ3j63Az/d846tWfNPeNOaw+iBQ2D16fAMUvnrTkgjWHNsB9KsFaHwd0v3MRemrM+Fx6jPCQwrGOT+QEoq5pa/39HAv3lAk2Qv1AbgmFbBYjGtbZ0HzR9UKy5AN36JijvEAXsq4CzAX3/eg/saJgX15qZENrChDCNjcu82tSETY2eh6+XpzJqwKMHGXvotykq+4s9p5Uh5IlH/O3r5NSrc5DZTQowO5MK6w2Xg9IlReE5Zw4UY1g3WOYNXpplyVB4g+Xeyvv6EayHeZ40CzBLgfXFiFglsI2HwWMI1vfsNG+dlYiOBPpL+RvhlYKtFBgy2I1rrek+ePqgqQA9qwYn/xcFtFbA2YDus84DWxvkRUBjE24TWIMI7Foal3mJyl7f8OFA544nZxjjIWmGZRWynw9fzLHbkwmSt2MTcVaF9ZV/Yc3D4L0J1pwUpRkFjNUnWNdcbFlylNpL9yhLt3gYfJhnSs96Fi/duniL5qwJ1hR9zkvGOMCMe9b2CjLLsUB0AUcC/cVX6uPlV5vT0HsLspYGthZ4uUAzFCzSWIBui0Yp1xAFbKmAMwJ9c9288G9gwvVGJtwguGppXOYFKntt/QeBzrDjNKEcic0w50xiEwjmD1vHnNHHIdS75WHpfeowOEVsqwFm3LPmdKM8B81z1hw8xg8KWfWuebick6L02fgvrNWkKCqsQ+ISlTlzTnnKwW5GPhwF9FFjJuH5l+ripfxNFagXKNTKsPZygeZ4MX8TvFq4kQDdyB8GqbtzKuCMQN9QJy/O1aOhbwJrYEPt7CqVFUBlnqlrwuq66YEeFJeA4TQcreb45qH2TdSLZsgzMP2pp7v/Vsqc9dxTgWmw7kOwbsZD4DSszQ8CNahnXWVR1rBmmPP7etM6a56zHk1JUWZSBjMOMONh8Au0VIwj0flhgofiGdZ2mLbW1YfGYUAfPQnPvVibeuVNKSlLe1ry1cGwVqR4W3owaUwPJA0E6Lpq3VIZUYAUcEagr62ZF6dr09A3gfUygV1L4zJP1jLBvfa/QN8bGKz0hM17zDzkzsPgDHZetsX5wXnOuqqFsG5IgO/O6UZT11nPoKVbnG5UhTVvIMKg5qVb/NBgjyAzo32AHAf0iQT0WhTl3ozmnlsY3vIXakJAry9AN9oHQOrr/Ao4I9BX18iLEzVNOE9Qv1BHW+Myj9cwYUWt53HAcyd+8TqGGpSZrNKCXVkOgatz6twT51Slg7Yfx8h9ZzE9FdbKMDj1rHkTEZ4z5+Cy+0RqZ+9Z2+pT6Cigjx4zhdah102xV+sY3+g+ipZogpUr1yM4ONhu2RBNOXF86W+m4GuP7Tm5hLxXFDCcAs4I9JXV8uJINRNOEdRPa2xc5iEqe2nN57Fk9Tr0WrEL1dx2onIGoLek4fCvvc+Ce9bqMDhnTOPhdznso4CjgP7DjzPRvPX/0L7zKKewdp2+Q9OWH8Jj9SZZh26fpipXFQWyp4CzAX0fRbkvq5oX+6uYcIzAelxD4/LY9lHZi6rTkPtuT4TRZjEHrofgU8o7rgbDcU+c59Lfox6457VQZWhcDvsr4EigN2v1BXr0+RX9B/yJtwbONqy9+e6f6Nx9Apq0SAG69NDt326lBFHAYgWcEeiLquTFnsrUU67qGNtNZbtVSwG6+Tr0yxT49tOhi8q8uRrYxtHovShw7XjwHYt9JidmTwFHAP369evgHnrj5p+hdYdx6NxjInq8/pshrTvVu2PXCWjVbjQaNRsGD4+NAvTsNUV5lyhgHwWcEejzK+fFjoom7CWwemtsXOZ2KntO1edxJAPQVQ/yUrA5FMnO8+Rq8pYv956xj4PlqmkKOALoN27cwPc/zECDJh+jRZtRaNl2DFq3H2tIa0X15vo3b/0t6jceogA9JCRE5tDlMyYK6EUBZwT63xXzYnMFEzwJrLs0Ni5z42smzK6SOdBV38dQcNv6S7fxI6VV5e065bCvAo4C+vjvp6Nuw+E07/wtmrX6Ds1ajzKoUd2p/o1bfEX3MxirVm0QoNu3ycrVRQHrFHBGoP9JQF9X3oQtBPWtGhuXuYbK/r1y1kC3zlNydk4VcBzQp6FWvQ/QsOmXaNzsaxp+/8ag9jUNtX9Now1foHa9gQL0nDZIeb8oYGsFnA3o3hQUN/O1vHAvS+lXCayOsJVU9vRKAnRbt9WcXs+RQK9eezDqNfofDVWPICB+aVAbodS/bsPPULPOuwL0nDZIeb8oYGsFnBHoU8vnxdIyJniUc4wtobKnCNBt3VRzfD1HAX3c+GmoWmMgatf/FHUafEb2uYHtMxpt+BjVar0tQM9xi5QLiAI2VsDpgL7WA7+Wy4sFpUxYVtqE5Roblzmfyp5cQXroNm6qOb6cI4Feqeo7qFHnQ9Ss+zHZJwa2j1G99jBUqd5fgJ7jFikXEAVsrICzAX3PhrWYUD4f5pQ0YSGBdZHGxmX+VcKEHyq9gkN7dme6faqN3SiXs0ABRwF97PipeK1yf1StOYx6tsPJPjSwDUeVGh+gUtW+cJegOAtanZwiCmiogLMB3WuXJ76sUggzi9HSMQLr/FKPYUGZJzCvZC672lwqi43LnF7UhG+aVIHvkSMCdA3bclZFOQzo46aiXMV+qFR9iALDKjWGGtYqU/0rVhuMilX6CNCzanDyf1FAawWcBejJyclKVrYTJ07g5/498H0hijQv9hg2NCyCTY2Lwq38U5hfTrUn6Xfb2byyT2J2iccxix4iGOZjC5ow/oMBOH36NCIiInD37l3aHEUyrmvdtjOW50iglynfBxWqDELFqgTDqu8b2AbTaMNAlK/0ugDd0Q1ayhcFMirgLEBnaEZGRuLcuXNwX7QAI6oWxfeFH8OeHnWwr2cduNG68Pm0lCzFnktvlehvsnlplo9+N7OK9DvZ3MyswrOYUeI/mFQ4Bebf1iyJDe4rcPHiRURFReHePUntqodPnuOAPgUly/ZG+YoDUJ5hWPk9A9tAlKvwDllPAvp6WYeuh4YtdRAFVAWcAeh8LwzNmJgYBAQEYO/evZg/ZTKG1K2EL8s8j8mVX8HYov/FmKK5LbbRJZ7Gd6WezfL80UX+A7avCuTC8EJPYlTzWljw12z4+PggMDAQsbGxuE97jcvheAUcBfTRNIdevHRPlKnwNspWfDfVBtBPo1lK3Uu/1h9lXusuQHd8k5YaiALpFXAWoDM04+PjERQUBD8/P2zatAnz583DD2NGY+TgAfihfy/88GbWNrr/6+g8Yhx6f/oNGkxegPcGvY/vH/m+nsp1vxk0ANPGfIdF8+djy5YtytA/b1yRmJgoQNfJh84RQF/ldwH1Z61D8SpvolR5tv5kbxnY+qNkub4oVa4b3N2lh66Tpi3VEAVSFHAWoPMcNQ+7R0dHKz1jX19fbN26lb503LFo0SIsWLAAbm5uj7S5bgvwpts6Zd9y3jQl5ecudJ2/AVPdFmX6Xr724sWLlbK4zKNHj+LatWtKXWT+XD+fNC2BfpdGjKb7+qfl6i8/ci5KlO1LQ+/9yN40qHHd+6F4mT4oVbaLAF0/TVtqIgo4F9D5briXzsFxPG/Nm2KcPXsWhw8fVobgd+/ejV27dmVqnvS/b9fsRNVUkHdb6YXmy7wUqLPVWrQLX63eie2eD16Dr81lcFlnzpxRyuY6JCUlSe9cRx80rYAenpCED3ed/Peh8I8NKN70Axp2f12BYfEybxjY+qBYqd4oUaaTAF1HbVuqIgo4VQ9ddacKdZ5PDw0NVeDK8+qXLl16pC08eAK1FqcAvNfa/Th67iJOXvDHmF3HUHvJnjSwd3TfizVHTuGif/rrcRlcFpfJZQvM9fcBszfQeR3DqdAodFl3KG2Upw+1pY9GTkahou0JhL0UGBrbeqFoyR4oUbqDAF1/TVxq5OoKOMuQu7kfefidg+QYqjyvzoFpbAzah9nhwCA0XeGtfAm39diPkzdD0p3nez0Yb2/2RbVFKcDnnyP3nMLlkHDlPPX6XBaXyWXLMjX9fbLsCfS79//BWto5r+HylHbE2+KO9zmDy4HXMHrsr3i1SFsUKdEdRQiGRUr2NLD1QOHi3eihpL0AXX9NXGrk6go4I9DZpwxUNu6xM2Azs+tRseie2qNqRFDfez30oecmJt/FivM30MLdJ6233mqVD1aev46YxBSIc1lqua7ervR4//YCehRtgzvxiD9qLE4ZyWlEUF914QZi6QGPR20Y6AUKtyYQdlFgWLh4d4Ma170bChXrjGIl2wjQ9djIpU6urYCzAt0Sr0YlJWPozhMpc+Q0rL6CvoSz6lnfjk3AyH1nUXtpypc399bf3+GHkzTUek+Sx1giu8POsQfQA6Pi8QG1IQ6iZOu+/jD8Qu4oD3c8YqMAfcyvyF+oJQ27d1JgWKhYFwNbZxQs2hFFS7TGSolyd1hbloJFgYcq4KpAT7p3Hz8eupAG5V99L4GHTS05+DTvG2F4Y5MvqqYOwzegXtm0Y5cREpdoySXkHAcoYEug36eHt/03w9Fp7cG0NvTp7lO4RQ98fGQE+iuvNqNh9/YKDAsS2I1pXPeOdB/tUKR4SwL6Okks44B2LEWKApkq4IpA5470gjPXFBhXWbQbn3udRlyy9dnceKh19smraLby32H4nhsOY9tVWn9ODwxy6EsBWwGdfbvo7PW0+fI6S/dixvEriDVrQ+mBPhkvF2hCw+5tyNoZ3NrSaANNHxRrLkDXV/OW2ogCzrMO3Rpf7roWmjZk3m/z0Rz1qrlPfz48Bp95nULN1Gh4/jli7xn4R8bSEL41NZNz7amALYAeRkvSxh44n7a+vA0FUW66EvTAdEtGoL+UvxFeKdhKgWH+Qm0MbK3pPnj6oKkA3Z6NVa4tCmRHAVfroZ8Lj0bTlfuUYdJ2qw/gQkRMdmR74D3ca9tIX+zdaA5VTUrDAXTzTweCe/JyOF6BnAKd28o7W4+lLUnrTw+Dp8Oi8bBntoxAf/GV+nj51eZ45dUWZC0NbC1otKEZChZpLEB3fJOWGogC6RVwJaCHxCeiW2pEO895e98It3lzCKI59Mk0H8/X54eGqjSk/9aWo/Ch+Vaed5XDcQpkF+jstZ2BIWi9an/akrSRPmfB7Smzwxzoo8ZMwvMv18NLBZoqUM9fiHvqRrSWBPPmeDF/E7xauJEA3XFNWUoWBR6ugKsAPe7uPSUaWV0jvPLCzYf2rGzRTjja/VjwHQzafjwtaK4uzbOOo6FajpKXwzEKZAfoHDw5yy8A7D9uO/WX0cY/NOqSQO3pUUc6oI+ehOderE0wb0rBZO1oyRclmTGoFSrWhoDeGAUKNRCgO6YZS6miQOYKuALQOXr9h4MXlAA4/lLmiHYtlpjF0tr15bR2vVVqz47Lbk/D/Kv9b0nQnAM+lNYCPTQ+Cf/bczrtoYynaPbS6gZLRloeBHotGqZuTuu4Wxne8heiAL9C9QXoDmjDUqQo8EgFXAHobhTRXiM1retHlGNb6wj06zHxGOVzLi3THNdlCI0WcJpQObRTwBqgnw6LQq8NR9KSCA3YdgxXo+Isrqw50CdOmoGSpeuhRKl6KF6yruGN76NSleZYt26TLFuzuEXIiaKABgo4O9A9KaKdh0m5d8xLyiISkjVQ9cEieJSA1y33pKA5dcMXzkw39ehl3El0TJ0cIoQDC7UE6BzmsP7y7bTASQ5w/OnQRcTQaIs1BwM9ISEBt27dgo+PDxYuXIgZM2bit9+m4NdffzWsTZkyFbNm/YEVK1bg+PHjCAsLU9IdZ5WQyRrt1HNN2XmT+p7S30zB1x7bc3IJea8oYDgFnBnoHIGspmrln5fvWN7DspcjeRj+zxM0J5v6kMFBc5xdzJOCriwZyrVXvVzhulkBPZ7mxTmFK2cN5Icunjfn6RFLEw6Za8iAY9DxZj2nT59Wdvlbv349PDw8sGrVKsPa6tWrsXHjRuzbtw/+/v6IjIy02xbBAnRX+FTKPdpUAWcF+u3YRAWU/MXMaVq5d6yXg3uBV+jhYrhnSpAeG+cB/4Lma69Hx+ulmk5Xj0cBnYMVOWiSH7DYHx3XHFRSuGZ3XQID/e7du4iOjlbSv/K2useOHVO22DWyHTlyROmZX7hwAUFBQYiLi7PbZkQCdKf7CMoN2VsBowM9gOY1D9+OTNe75eFRNaKdh0yViPbsfjPb0QHc89sSEIzWlJxEBXvjFfuw8Ow1zef57Xiburl0ZkD3DYpEhzUH0nzwwU6/HCUbUm+Yh925l8478oWHhyvzzQxBoxvfB/fMGeb80GKP4XbWUICum4+OVMQoChgZ6Jywpa3HASXYjNcJ85FMX6LjaXmYulmGNTnaHeUznkOfcPhiun3X+1KeeF76JsPwtvNKRqDzA9UyWoWgTn9wsOJ0ysfPS9Vsdahb+SYnJytwdxbj+7H3NsECdFu1QrmOyyhgZKDzsHVK8hYv7Eidg+Y1wuq+5Z/QZhk8L2qU4zgN8XISGrX+PAzPy+14+ZQcOVdABXqjX+Yo2fs4L4C6uU5zirHg0RJ7PUCp2+o608+ce+TRVxCg21thub7TKWBkoDPEU5J9eCtLwPhvtbfFO6EZceczXlK3+Nx1JZhPTSHLGco2XA6SYfgcfvpUoFf9aU66FK59NvriDAVQyqEvBQTo+vKH1MYAChgZ6LzTGQOdE7d40fI0NaK9LSUAOUcbphj5uEbBcV97n0k3DD+Mgug4n7i9epFG1suSujPQ31i0GRXnbkvLGPglbaITThuuyKE/BQTo+vOJ1EjnChgV6Ay1rwh4DHTevrRHakR7Q8qhvpvgzv+PpmHVexbuca5HN/E98L1wghO1t8454n/3u+Kw9fR61MmSOnGq1jn8ALhgV9qozt/0t9ZJhiypq5yTooAAXVqCKGClAkYFOn8Rc+CYGh3OP3nbUl7jfeh2BH48dAG9Nx5R8m5rkebVStmtOp2D5mbSftscAc/3yXDne2PYcxCgHI9WIIxiEL6inrj6UFR/yW5FO3tFZ4s/bKOAAN02OspVXEgBowKde9/1UpOzqFDn3iv31NU0r/z6gG3HDRUY96imd5a2fh3ueTJtL25OgPIdpZTlpXs6XJWni08Rz433oYcftY00XeyJplMX66JuUolHKyBAlxYiClipgFGB7h8Zm653bt5T5+QgvJEG508/b6P9zq2U1W6n88jE2ku30YkSn6j3zEv3llAgXYzsu56mO0+1bKAUrhy9npK4xwtfep3Eh8u3oDFFucuhfwUE6Pr3kdRQZwoYFehbaYmROcT5dx6S5s1XNlJEOGeK02MyGVu5/xZlNuO16+ooBS91e4+2a+UkO0afYsipRpxedwrlyK+dmsKVR25WXLiB0Nh4fLR0kwA9pwJr9H4BukZCSzHOo4AegJ6dtbk8p8wQ52Hnt2ntthvNlftTbzyZerCZXc95vJZyJwxujhfgncDUlKUMr18oHzk/0LjicYN2tvuQHurU9eWd1x5UHnL4yCqXuyvqped7FqDr2TtSN10q4AigK9mzKGWk/57t2PzbKHh++w6WftTLcvu4Nz7+8QcM/XYExr3XDXOGdn/0ez/uhd0/fgKfNUsQQ7m1nS0YiuMJFp29jparUoaXOfiry7pDyq5hmWU946F7nl9ONvAqAPMPFMcQHLwVgW5032rwG8cbmOfGF6Dr8iso00oJ0I3lL6mtDhTQGugqzA/+PRE727yEi53zIeSNVxD5duE0u/N2EaTZO/R7mhWl31MseGCZtN/V1x74+S6dSxY1qCRip3bD6TdLYsNbDRBx9RI4z7YzgV3d8OUb77PKRi9q1D9PQfDadfODl8PNoBEO7s3/QasCjB5Qx5H+nMK1ycqUVQC82uG3o5ce2PJUgK6DLxwrqiBAt0IsOVUUYAW0BLq6A9W+uVNxpF0+hHZ/FvG98+H+gELAByXS21D6e2jJh9uwUkBGG06vDS/9oH1Ir31SHtj1FZK/qYWALs9i3YCmuEk7YDkb1Nmf3CPnJVnqunwGHO+7PssvAHHJKWlwGejfU0pZ/l9TgmBG4BvpkxFFS/o4Pa76EMNQ33gl6KFbngrQjeRZWYduLG9JbXWhgFZAVzep4J2alrQrjqAueRHf8xkk9noG9954HvfffMl21p+uZW5vvYx/xtbH3bdeQVSPZ3CibV54zZmqbJTBUHfGQ1m7TgloeE9vZRieIv85QY33jTDldhniakDdmP3nDJl9jpfrvbuV4we8lHvsTffHKYAzC4YUoBurpUsP3Vj+ktrqQAGtgM7gTExMhO8BH+xt/jQiuz6N+O55FEvooYHRwwOXFdstD652eBpLhnZVtrW05/aPjnYvT49fJHAP3uGXNq/Mw9Hf7DsLjpL/maLkGYQ89H6SQGiUg6cI9t0IRxtarqc+rPBe8lltYiNAN4qHU+opQDeWv6S2OlBAK6DzVosMUO/5v+N4yycR2ekpxHZ5CnFdtTMuL4bsWrsnsaFHNYSGhiq9dGeaS39Yk1LXZPPwurrUj9PlTqJoeE6Vy6995nXaEAFyvOXpPFrRUHtpSpwAr3Lg7ICWpHAVoOvgC8eKKgjQrRBLThUFWAGtgM77J0dERGDXn7/heLPciGifGzEdtbfoDrkR2CY31nethBs0jx4fH++0w+4ZWzgPw/OWodVTh6jN1/Hzmm2OEtfzwdH8IyiFq1pvThqz53rKFIIlhwDdEpX0c44AXT++kJoYRAEtgM49YO4JBwcHY/uMiTja5AmEtX0Cd9o9gaj22hqXGdDyCazpXAFXrlxBbGwsePTA2Q+OBE+4e19Jg+tzM1xZ3pUxMc+g7X66TZN7iTIDdk/dgIeXpfWn3ANX7sRZ5TYBulVyOfxkAbrDXSAVMJoCWgBdnT+/ffs2tk77GUcaPoaQVrkQ0ToXIttoa1zm5Wa5sLrDa/D390c0rUt3dqBzz/YdCh7jbWZVMx9+V8HO6VF5T3k9HRyRv/1qiBKpr6Zw5ZS+UdlIcytA15Nns66LAD1rjeQMUSCdAloBPSEhAbdu3cLmqRNwqEEu3G5uQlhLE8I1NC4vtIUJ/k1M8GhfHhcvXkRUVJRTAp1HRRJoOiE2MhzHLwegxkLPTHPfm/fU39zsixtBwQgPsdyiw8OQbIdYBN7ylDMCVqcHDa5j/WXeSgKd7O4HL0A31pefAN1Y/pLa6kAB7YH+E/bXzYUbTU0IamZCsIbG5d2mcs81MsG9XXlcuHDB6YCuTG8kJuDAgt+xdkg7eParhtVdS2P2kA4Y/80HZEPTbOR3n+KT70ens4G/TMTUge3g0bWMxbbtrdrY8M07OE2Z/+4mcQ79nKeq4Sj8j3efVJbbMcw7rDlAKVxzNscvQNfBF44VVRCgWyGWnCoKsAKaA33KT/CunQuBBNUbjU24Sb1lLY3LPF3fhBVtnQ/oSq88JhoHJo3AgQ4v4lb3fIju9wqSBhVH0mDVStDvZvZ+CSQrVjJzG1IKyZnZsDL4Z25fRI1uDO92L+LY379QvET2oc7PAkeDItPNl79Py+5uxCTk+AMrQM+xhJpeQICuqdxSmDMo4Aige9XIhUsE1cCG2tvVBiacqGPC8jbOBXQ1C5/3olk41DYfwrvTuvvez+IeJdXB4KIPt/fp9QesGL1mZkPod8WKp7cP6G82zuY373Xcn9wa4T3zYU+H/JQzf1m21vdz4J77xZtpKVx5SdpEWloXm5rhLqefNwF6ThXU9v0CdG31ltKcQAGtgb6Jeuie1XLhAkH1cj0Trmhsl+uacLSWCUtbOw/Q1Sx8oZSFz/3NBrjZOQ/ieuRFQs+8SCKo3+3znG3tDbpemlGWP4J6cv9XlDIDO+bB2qGdEUlLFK0JNoykJXW/HPZX8rDzEHszWjO/2v8WeA29rQ4Buq2U1OY6AnRtdJZSnEgBzYH+20/YViUXzhJUGeoXNbYLtU04XN2ExS2dB+jqKoILJ45he+fiCOlMyXq6USY+tu4aGZXFZQZRwqD13crj2uVL6ZL2cKT90eA7D00Ac/lOLIbQsLqawvX1jUfgF3LH5pvGCNCN9cUlQDeWv6S2OlBAa6BvJKBvrpQLJ2qYcKamSQG7VnaGyuIyfaqasKiF8wCde8K8nv7Urq3Y2/J5hHR4EjGdn6RMfBoalcdlBrV/Ettb5celE8fTJe3hhDAcrb7wzLW0Vs/R6nspt3wn2rOce+XVKOHNCErhygFx9jgE6PZQ1X7XFKDbT1u5spMq4Aigr6uQC74E1ePUU/bT2LhMr8omuDV3HqBzPvo7d+7Ad8s67GmeD8Ftc4Mz4mmdiY/LvEVZ+La1eBlnjxxMW+N/lTZR4d3QOCHMXErbygenap1Pv6upZ3kTGU7hGpt8126fNAG63aS1y4UF6HaRVS7qzAo4AuirXsuFA1Vo6LuaCUc0NC7vMD1I7KxkwjwnATrPn3Na3fDwcBxc74HdTZ/F7daPI7Lt45SJT1vjMm+0ehxbmr2EE/u9ERkZqQTHTT16WemB1122F9ej4xGekISRtEEMJ7Lh11t77FeSx9hyvvxhn1kBurG+yQToxvKX1FYHCmgN9A005L6sXC7sIajuI6hrbd5U5uYKJsxp5hw9dDWtLm80s3+tOzwb58XNFrkQrmbi42x8Ghhn4OMyr1PZm5u8gOP79ii5+2MSEmlXtP0KuD/edVLZtvXNzUfTdn97i1K4nqfXbBf6lvmHSoCugy8cK6ogQLdCLDlVFGAFHAH0RWVzYUdFE3YR1HdrbFzmuvImzG7qfED3WbMSOxrmwTVKoBNCmfg4K56WxmUGUOKejY1ewNG9XsqowbbLt5S5cR5u/5Z65byhijpfPppSuHJvXatDgK6V0rYpR4BuGx3lKi6kgNZAX0899HllqBdHveRtBHWtbSuVuaqcCbOcDOghtGRtHwF9W/08CKDkOZwRjzPjaWW3U7PwXaKy1zX8F+gf7DielnKWwc4wr0Pz5ZzCldeda3kI0LVUO+dlCdBzrqFcwcUUcATQZ5fKhbXUS97wGvXmNDYuc1kZE2Y2ca4eugr0zXXzwJ+S51xPzcTHmfG0Mi7zAiUMWlM/BejHA2+Cg93Mc8VzEJwbBcPxnLkbRbxz4hheoqbFIUDXQmXblSFAt52WciUXUcARQP+9RC64lzVhNfWU12hsXObC0iZMb+ycQN9YOw/OUbKeAIL6VQ0z8XFZXOYZStzjUTcF6JP3n06bK1ehzkPvyhB8ao52fp3n0bXorQvQjfWlJkA3lr+ktjpQQGugr/v1J0wtngtLCaorqKestS2nMueUNGFqI+cE+rqaeXCakudcIrByVjwtjcs8QWv9V9Z5AT67d6Gt+74HdnhTgc4R7jz03mXtISXdqxaHAF0LlW1XhgDddlrKlVxEAa2Bvva3nzGpaC64EVQXlaKMbRobl/lHCRMmN6rgFLutqVHuypD76pVYUyOPkrTnPEGds+JpaVzmMSp7Ra0X8Ofazai/dI+y5WmXdYfwIUW4T6Lh9eXnb8Cbkslwdjhei67lIUDXUu2clyVAz7mGcgUXU0BroC9d4IYxhXPhL4LqPLL5NJ/uRjafAG9P47LY5pJNKWrCuDc6O8V+6OZA9yagu1fLo6ztP0VgPU1Z8bQ0LvMQlb2k5gvYvGMn/K7dQjQtW7PFdqq2+FgK0G2honbXEKBrp7WU5CQKaAX0xMRE3L59G97e3viiahH8VoSWjpV4DOvrF8SKas9jftn/UvS7arnpd9vanzTM/2cxE2YQzMcUegyTRn4Jf3//tGxmRnVnRqAvq5oH+2mt/VEC6zGNjcvkvAILa/wb5c5JbwToRm1djq23AN2x+kvpBlRAC6CbQ+f48eP49fOP8HXBxzG1ZG6cHtgaW1qWxYLKzynmpli+f60S/W5m8+n3+ZWe/dcq0u9Z2LwKz2BGscfwKz1EjC9owpfVS2D7tm0ICKBUo5QDnTc3MeqREeiLq+TBHkpte5Ay4h3S2LjM3VT2/OoCdKO2Jz3VW4CuJ29IXQyhgBZAZyE4BShnDjt37hy2bd2KCf17YniJZzG7fkn8WbMgfin5tAX2FJ3zcPuZXn+olXgSE8hGvZoL/yucG5/VrYDlc/7CoUOHcPPmTWUDEb30ILPTYDICfX6lPErSnr0EVm+NjcvkvAJzqr0A39TEMtJDz45X5T2sgABd2oEoYKUCWgGddwSLiYlBYGAg9u/fj1WrVuHn8ePwab/e+KJlfXzXtIbFNpLOHdq2Gd7t3tWi94xsQue3b4FfPh2OlX/9ie3bt+P06dMICwtLt8WnldLp4nRzoO+lOfS/K+ZRkvbsJLB6amxcJucV+LOqAF0XjcPglRCgG9yBUn3tFdAK6Oqe3ZwO9Pz589izZw9Wr16NRYsWYd68eZgzZ47FNvrvRajrth11FuzA2DmLsnzf3Llz4ebmhmXLlmHz5s04evQorl+/rgy384OGkY+MQP+zQh4lte0WgvpWjY3LXENl/15FgG7kNqWXugvQ9eIJqYdhFNAK6AwehicPcfNGIhyQduTIEXh5eWEbzWdv2bLFYvt743bUXbxbWePcYtFOLFi/+ZHv3UpD/Dt37sS+fftw8uRJXLt2DVFRUcouZUYebudGlhHoM1/LoyTtYaiv19i4zBVU9vTKAnTDfAHouKICdB07R6qmTwW0AroKH4Z6QkKCMp9+48YNXLp0SZlXP3PmjFU21+c4aqZuv9nHYy8O+J3M9P1nz55V1pxzEFxwcLAS2Z6UlGToYDi1NWUE+tTyebCUkudwvnoPjY3LXEwJg6ZUEqDr89NurFoJ0I3lL6mtDhTQEujmUOfeMffWGa537txR9s62xsLogWD6kQtKCtGqZCN2HUdQWHim1+AeOQ+x8/I5DtAzcmS7ebPJCPRfy+bBAkqes4zAulxj4zI5l8CkCgJ0HXy0DV8FAbrhXSg3oLUCWgPdvGfJUGW4sjHgrTXea3skbcnJQ+/Vqbc+69hlJCY9/DpcBo8OcJlGH2bPDOi7163GT+XzKaltFxLUtTZ+kJhNiXu+r1wAh733Ktun6mlaQxLLaP3tkrPyBOg500/e7YIKOAroGaHEkM2ORdB+2gO3pWzRyTt7bbwclOl1nNG9ag+d4xJ2e3piROWCmEkJdOYoWfgex8Ky/8G8krnsapx9j+1vsmmUuOebZtVxjAIPeVpFgO6MrU6bexKga6OzlOJECugB6DmVMzAqHp3WHFSg3tzdB8eCtdmOM6f1tsX7GegMTV6Cd+LECfzcvwfGF6LtYSmRzuYmxRVzK/803Mql2PxyT2VhT9L/rbPZJR7HLHqIYJiPftWEnz4ZqsQz8BQKj4zoZUREeui2aHHaXUOArp3WUpKTKOAMQGdXHA2KROMVKbt7daXNQK5HxzuJhx59GwxLhibDk4MLPZYtxYhqxTG+8GPY27MuvHvUxvwqlFq38vOYp9hz6a0S/Z1qc+nnXMrEl84q0t+pNod+PmAVnsX0Ev/BxMIpMB9Z7zVsXrNal3nyBejG+kgI0I3lL6mtDhRwFqD/Q1puuHwbtZbsUaA+aPtxRCfd1YHC9q+CmrSHo/g5V/6CmdPwfsPq+KxkPvz02osYVSQ32X8stu/o3CytMJ1DNrLQExiRPxc+KPwUxrVrhMW0+Q4nDuKlgXFxcboKPhSg278t2rIEAbot1ZRruYQCzgJ0dtZ96q3+cSKAot69FKiP2X8eSRpv0emIRsOBfrwUMCgoCH5+fkrynIULF+KXCRMw+qNhmDDoLfz0XtY2etC7aDfmN3wydKhF5/M1+drfURmzfv4RiylJEK/5P3XqFHg7V15RoKfVBAJ0R7TO7JcpQM++dvJOF1XAmYDOLuQ9tr+lyPcqBHS2Oaeu4h6B3pkPddidU+tyz5gz4XF6Ww8PDyxZskTJxseAf5TNW7gIfdzWKw9CtRZ6YtLCZVm+h6/H1166dKlSFpfJm+9wfgGuC48c6GX+nP0vQDfWp0CAbix/SW11oICzAZ0ljUxMxoBtxxQ41aQh+O1Xg+HcSKfRCeqlc3Acr+vnTWd4Pp0z8XF2PE6zyxn5MrPd9L9v13qiKumlTFes3oMduzM/3/w6fG0uw9fXVymTy+Y66Cm6Xf2YCdB18IVjRRUE6FaIJaeKAqyAMwKd7+tqVBw6r02JfOdguVOhUU7vcBXqnECHo94ZrlevXsWVK1cytcv0v6WHT6HOkpRpit5rD+D4Bf9Hvifj9XjDHS6Ly+SyGeZ6GmoXoBuz6QvQjek3qbUDFXBWoLOkh29HounKlMh3hvvNmAQHKq1N0WrOfIYqz6tzYBpDNjPzuxGCVu4pGrVetR/Hb4Y88vyHXYfL4LI4na7ehtnNVZceujZt0FalCNBtpaRcx2UUcGagsxPXXrqFOpRwhoH1HiWgiU12/sh3NUEP95IZsJlZcGw83t5yVNGm3rK92BYQ9MjzH3UtNQOfnubMM36IBejG+loToBvLX1JbHSjg7EDnyPeZx6+gmlnk+937zj6jnnXDSrh7D6N8zqWlzf3rpPMHDwrQs24XejpDgK4nb0hdDKGAswOdncCR7197p0a+00Yucyny3ZWRzg85bmeuKQ85vBKAtYknwDv7IUA3locF6Mbyl9RWBwq4AtBZZo58V4eXay/dg20U+e6KBz/I7L0Rpgyx81D7m5uPIiQu0SWkEKAby80CdGP5S2qrAwVcBegs9TVKB9tu9QEFZM1W+uCkC0S+Z2xiAXfi0MZjf0oQHP08Gx6tg1aoTRUE6NrobKtSBOi2UlKu4zIKuBLQ2alHaeOWBsu9FaB1o5zvN2JcI+c73zunwn0rNQiOAwVdbZRCgG6srzUBurH8JbXVgQKuBnSWfD3lfOf903n++P0dfohygZzvPG/+XWoQHM+d/0kpcvk1VzoE6MbytgDdWP6S2upAAVcEOqeC/d3vitJL57zv4w44f873RWevK/fKDzFf7DntEjnuM368BOg6+MKxogoCdCvEklNFAVbAFYHO983Ltji6m6Feg3rrnPPdWfur+2+Gp63F773hiBIg6IqHAN1YXhegG8tfUlsdKOCqQGfpIxKS0d88sYoTRr5zICBngFNT4F6KjNVBq3NMFQTojtE9u6UK0LOrnLzPZRVwZaCz0znne9vUyPcW7j5OlfM9hrLivbUlZZMaHmrffS3UZds537gA3VjuF6Aby19SWx0o4OpAZxccCYpEQ7PI99uxxs/5znECnAmOQc5A5yA4Vz8E6MZqAQJ0Y/lLaqsDBQToUObOOed7zcV7FPgNoch3XuJl1IPvZyFlguNIfr6fz7xOOf2e8Jb4SoBuiUr6OUeArh9fSE0MooAAPcVR3KOdQTnfORKcIfjDwQtKylgjHt5mmeB6uXAQXEbfCdCN1ZoF6Mbyl9RWBwoI0P91Aucz/9r7DKpQvndeq835zo22VvsKZYJrb5YN70JEjA5amT6qIEDXhx8srYUA3VKl5DxRIFUBAXr6phAWn4S3t6YEknE2tZ2BIYZZzsZR+wNpi1iue60le7D9qnHqrsUHUoCuhcq2K0OAbjst5UouooAA/UFH89KujmsOKmBsTpHvp0P1n++cpwfGU4IcDoJTM8HxNIIc/yogQDdWaxCgG8tfUlsdKCBAf7gTOBlLk5X7FKh3X38Yeo58Z3AvpkxwNVKD+kZQJjhX2A7V2o+PAN1axRx7vgDdsfpL6QZUQID+cKdx33bVxZuoTUPXDPUPdp4Ar+vW4+FDDx/qsru+m30R5CLboVrrCwG6tYo59nwBumP1l9INqIAAPXOn3bv/D6Yeu6wMYTPUv6fI97v0mp4ODoLrtDZleqAVZYQ75YJbwlrqDwG6pUrp4zwBuj78ILUwkAIC9Ec7i4eueQib56Z5SdsCinzXy3GHcrLzbnEM87oUwLf5SpBhAvgcoaEA3RGqZ79MAXr2tZN3uqgCAvSsHR+RkIR+NJStRr7v0kEK1eT79/EjjRjwgwYnkPndL0B3owdZK6vtGQJ0bfXOaWkC9JwqKO93OQUE6Ja5PIByvrf2SNnkhCPfz4Q5LvKdR/2Xn7+RlgnufzSCEEcjCXI8WgEBurFaiADdWP6S2upAAQG65U44cjtSGdpmqPegyHdHBZ8dvh2B+stS6tFnky+CJQjOIicK0C2SSTcnCdB14wqpiFEUEKBb56k1/reUuXQe6h5Kke+xydr2jG/GJKCdWSa40w4cKbBOOcefLUB3vA+sqYEA3Rq15FxRgBQQoFvXDHjN99Sjl5XeMYOdc75rFfnOyWPeTc1ix5ngtgQEW1d5Fz9bgG6sBiBAN5a/pLY6UECAbr0TGKy8gxlDvQYFpGkV+c6Z4NQHCd5Ixmh55q1X2rbvEKDbVk97X02Abm+F5fpOp4AAPXsujaQlY69vPKIAth7NZ9s78t2dktyoO8F9uOskOMpdDusUEKBbp5ejzxagO9oDUr7hFBCgZ99lSuQ7JXOxd+T7seDItIx1XdcdAq8/l8N6BQTo1mvmyHcI0B2pvpRtSAUE6Dlz28FbEWiw3FuBeq8NnPM9MWcXzPBuDoJr63FAuT6X408bx8iRPQUE6NnTzVHvEqA7Snkp17AKCNBz5jo153vN1I1ReDg8Osk2Od85gv697SnboXLyGN4OVY7sKyBAz752jninAN0RqkuZhlZAgJ5z93GU+xSKfOec77ycbcLhi0iiwLmcHHxNjqCvsmi3YhwEp68s8jm5O8e8V4DuGN2zW6oAPbvKyftcVgEBum1cz71pztimpmLl7UwzRqFzIF1ChoxuDP7Q+KR0S994G3POBKf2+j/ZfQocWS9HzhQQoOdMP63fLUDXWnEpz/AKCNBt50LO2NZ/y9G0yPfdlPNd7VWfD48BB7SN2X8+7TUG/u9+V5TAuvWXb6dVhOflG61Q5+WPICTetvPytrtjY11JgG4sfwnQjeUvqa0OFBCg29YJDO4Oa/7dzlTN+b6aMsxx750TwkQkpESpx9L+6m9Q6laeI//p0EXltcDoeHSntLL8WtOV+2Q7VBu6R4BuQzE1uJQAXQORpQjnUkCAbnt/7r0RhsYr9ilQ5rXqnPP9SFCkMsdejYLbjgbfUQrloXbe6IXPm386EFFJyRjmeUL5uzaBf5Nsh2pT5wjQbSqn3S8mQLe7xFKAsykgQLe9R9U5cO6NM5w/osj3wKh4Jasc99JXXripFHrlThwli6GgN3ptM6VxnXjEX0kew8ZBcFqllLW9Avq8ogBdn37JrFYCdGP5S2qrAwUE6PZxQjJFqf/qeykt8v2nQxfSeuM/UxQ8H9yTV/dYH7P/nDIcz39/7nVaGY6Xw7YKCNBtq6e9ryZAt7fCcn2nU0CAbjuXcgDcgVvhmHHsCv2MUIbUP6Wc79wD56F2NWp98A4/pdCFZ6+l5WbndebqEP35iBhwQN2Xe89gHOVv13pHN9spoq8rCdD15Y+saiNAz0oh+b8okEEBAbrtmkQUJZTpszElyI3nwHtS5jgGsppJjl9na0VR7bxr2/e0zlx9jX/yHDvDvtu6w2nw5yH5s7JFqk2cJEC3iYyaXUSArpnUUpCzKCBAt50neRnaMlo/zsA2BzUnhjH/u+7SvbhG0ey8n7r56xl/533P/zwRIGvQbeQiAbqNhNToMgJ0jYSWYpxHAQG6bX3JUA+joXYOcvuYEsIwvDOCugalifWkIfVutC494/9qL92D4Z4nse1qsLK8jQPs5LCNAgJ02+io1VUE6FopLeU4jQICdPu5krc4vRkTr+yX3pfWm/NcOgOcf/5BPe96ZrDvsvYQZvkF4Crt4JYsWeHs4hQBul1ktdtFBeh2k1Yu7KwKCNCz59l/qOvMFnT7Fk5478IejyXY5v5w20qvb1ixGDP//gtdxk9GrT/Xos/KXag2bxtaTZiFcTNmYu3yReDzMrvG3lVLcCMwQCmTTQ7rFRCgW6+ZI98hQHek+lK2IRUQoFvvNgZqUkI8PMZ9gh3N8+FEpxdwqecruNQrxS73yv8IKwD/1wth1+D6OPFmGVzuXSCL81OuFfheORzsWwbLh3ZG8LmTAnXr3QYBejZEc+BbBOgOFF+KNqYCAnTr/MYwT4iLxY5PeuJsh2cQ3iMfEvq9BAwtBQxTrTT9bmbD6XfFyqS3D+lvxco+3D6i11Wb1Q3313+Imz2ex7auZXDzij/u05C+9NYt958A3XKt9HCmAF0PXpA6GEoBAbrl7mJ43r17F3vXLMPBVnkQ0f0ZJPR6Bsl9ngPeLUD26sNtAL1ukRWk88xsIP2u2sia+GdSK8S//hyudMqLFQPbISEhQYG6HJYpIEC3TCe9nCVA14snpB6GUUCAbrmr7t27h5iYGCz/sCeudXwacd3zIIEssWdeJBHY7WnJfV9AIj04xHfPi9AuebC5TX6cPH4MyckcCS9z6pZ4UYBuiUr6OUeArh9fSE0MooAA3TJHKfPmSUkIDQ6GR+fyuNnhKcR2fQpxbN20My4zovNTONg6H45sXou4uDjwg4YcWSsgQM9aIz2dIUDXkzekLoZQQIBumZt4aDs+Ph7XAwOxoVVh3Gz3X0R3+i9iyGI7a2dcXliH/+JQizw4sGIBoqKilGkAObJWQICetUZ6OkOAridvSF0MoYAA3TI3MdB5uP3SxQtY16Igrrf+D6La/wfRHbQ1LjO07X9woOlT2Lt4DsLCwmTY3TIXSpS7hTrp5TQBul48IfUwjAICdMtcxcPa3Bs+f/YM1jR7FYEtHkNEm8cQ2fYx3NHQIqnM4NaPwafxk9jtNhshISHKVIDMo2ftR+mhZ62Rns4QoOvJG1IXQyggQLfMTTysfefOHZw9fRqrmxRAQDMTwlqaEN7KhAgNLZzKvN3ChH0Nc8Nz/h8ICgpCYmKiAN0CNwrQLRBJR6cI0HXkDKmKMRQQoFvmJxXoZ06dwqrGBXCpsQnBBPWQ5tpaMJV3vakJe+oT0OcJ0C3zXspZAnRr1HL8uQJ0x/tAamAwBQToljnMHOgrGxXAhYYm3GpCRnC9raFxmVfpYWJ33dzYKUC3zHmpZwnQrZLL4ScL0B3uAqmA0RQQoFvmMXOgL29QAGfqmRBIUL/WiHrMGto1KvNSAxN21BagW+a5f88SoFurmGPPF6A7Vn8p3YAKCNAtc5o50JfVL4ATtU24Ut+EAI2Nyzxf14RtNQXolnlOgG6tTno5X4CuF09IPQyjgADdMleZA31x3QI4VtOEi3VM8Ce4amlc5plaJmyqRkCfK3Polnkv5SzpoVujluPPFaA73gdSA4MpIEC3zGHmQF9UpwAOVzfhLIH1HPXUNTUq80QNEzZUzY0dAnTLnJd6lgDdKrkcfrIA3eEukAoYTQEBumUeMwf6/NoF4FOFwEpQZ7ie1NC4PN9qJqyuLEC3zHMy5G6tTno5X4CuF09IPQyjgADdMleZA31urQLwqpwCVrajGhqXd4AeJlZWFKBb5jkBurU66eV8AbpePCH1MIwCAnTLXGUO9L9rFsCOiibsJ7AyXLU0LnMPPUwsrSBAt8xzAnRrddLL+QJ0vXhC6mEYBQTolrnKHOh/1CiATa+Z4FWJ4KqxcZn8MLHgtdzYLnPoljlP5tCt0kkvJwvQ9eIJqYdhFBCgW+Yqc6DPrF4Aa8ubsJ3AynDV0rjMzRVMmFtegG6Z56SHbq1OejlfgK4XT0g9DKOAAN0yV5kDfToB3b0cLR2jXvpmjY3LXEcPE7PL5sY26aFb5jzpoVulk15OFqDrxRNSD8MoIEC3zFXmQJ9SrQCWljFhDUF9rQPMvawJv5cRoFvmOemhW6uTXs4XoOvFE1IPwyggQLfMVeZAn1y1ABaUokhzAivDVWvjh4lppQXolnlOgG6tTno5X4CuF09IPQyjgADdMleZA/2XygUwp6QJSwjqSzU2LtONbHLJ3Ng6RzLFWea9lLMksYw1ajn+XAG6430gNTCYAgJ0yxyWBnTaD31k/XKYVdyE+QR1N7IFqT/5dy3s7xImjC/9NDatXC77oVvmPgG6FTrp5VQBul48IfUwjAICdMtcpQL93LlzGNW3GyYWMeFPhnqZ/8C9+vOYV/oJzCul2uP0u21tTsnH8BeVN5tsWlETPq2QH3v37EFwcDASExPxzz//WHYjLnyW9NCN5XwBurH8JbXVgQICdMuccO/ePURHR+PixYtwn/07Pi2WB5OL5MLahkVx7I0GWFQ5HxZUfMbM8tLvZBX+NTf6/aH2Gr2ehf1Fc+YzCORT6EFidMFcGD+gL/z8/BAaGoqkpCQBugVuFKBbIJKOThGg68gZUhVjKCBAt8xP9+/fR1xcHK5evar0jKd9OhSfFsqN2ZRkxqt3A8yu+Bxmvfbsg1aeXku138s/g0fZTPr/zPJ501s5+pvs1xK58UNBE74okAsj2zTApjWrcfbsWURERIBHD+TIWgEBetYa6ekMAbqevCF1MYQCAnTL3MRD2jy0HRQUhGPHjmH9unX4eeTXGNy0Nj6pURpflXyOLJ9V9iWdb6l9XPolDKtaAtOGvIMlixdj3759CAgIQExMDHj0QI6sFRCgZ62Rns4QoOvJG1IXQyggQLfMTQz05ORk3LlzB5cuXYK3tzdWr16NuXPnYsbUqZg58WfM+MVORteePnkSZv/+O5YuXYrt27fj1KlTyvx5QkICePRAjqwVEKBnrZGezhCg68kbUhdDKCBAt9xNDE7upYeFhcHf3x8HDx5U4LqOeuseHh5YtWqV3WzNmjXYtGkTvLy8cPLkSdy6dQuxsbHKcLsExFnmQwG6ZTrp5SwBul48IfUwjAICdMtdxeDk4W3uFfPc9bVr18BR78ePH4evry+OHDliNzt69KjSK+fRAR7256F2HjEQmFvuPwG65Vrp4UwBuh68IHUwlAICdOvcpUKdI8sZqgz2kJAQBbK3b9+2i/G1eXidRwaioqIQHx+v9MxlqN063wnQrdPL0WcL0B3tASnfcAoI0LPnMoYp99a5l8xw56F4exuXo4JceubW+02Abr1mjnyHAN2R6kvZhlRAgJ4ztzFYtbSc1da13y1AN5b/BejG8pfUVgcKCNB14ASpgiYKCNA1kdlmhQjQbSalXMhVFBCgu4qn5T4F6MZqAwJ0Y/lLaqsDBQToOnCCVEETBQTomshss0IE6DaTUi7kKgoI0F3F03KfAnRjtQEBurH8JbXVgQICdB04QaqgiQICdE1ktlkhAnSbSSkXchUFBOiu4mm5TwG6sdqAAN1Y/pLa6kABAboOnCBV0EQBAbomMtusEAG6zaSUC7mKAgJ0V/G03KcA3VhtQIBuLH9JbXWggABdB06QKmiigABdE5ltVogA3WZSyoVcRQEBuqt4Wu5TgG6sNqAJ0DmX8pUrV7B8+XIsXLhQ2V2JN0/gvM72PngziICAAFy8eNHeRcn1XUQBAbqLONrOt8n7xB86dEj5TuStXs+fP69sJGPvg3Pq8/fh2rVrlZ3oHrVhjQDd3t6w7fXtDvTDhw+jffv26NmzJwYPHowBAwagd+/eePXVVzF16lTb3k2Gq+3evRuFChXCSy+9hCFDhti1LLm46yggQHcdX9vjTnlDmunTp6NevXoYNGiQ8r341ltvoUGDBihYsKCyG529Dt6sZsyYMejQoQPef/99tG3bFhMmTFA2sHnYIUC3lyfsc127Av3YsWOoVKmS8gQaFxen3AFvysANmnvsZ86csc9dpV6Vy+GRgPLly+Pdd9+1a1lycddRQIDuOr629Z3yqOS4cePQrFkzpUeujlLyT+6de3t7KzvR2evYuHEjmjRpomwty9/FvH1tnTp1sGvXLgG6vUTX8Lp2Azo/8b355psYOHCgsl1iVgc3rsDAQPz999/YunUrEhIS0r1l7ty52LZtm/IkuX//fvDfvNexJUfFihUF6JYIJedYpIAA3SKZ5KSHKHDu3DmUKFECO3futEgf/u708fFRevQZpw2vXr2KSZMmpe37vnTpUuW6mQ2h84NCp06dMGXKlHRl//DDD+jVq9dDv6elh26Rm3Rzkt2ArvaMeZ4mq4Nh/tdffylD899++y369OmD5s2bIzQ0NO2t5cqVQ//+/TF06FCMGDFCGaoqW7asRVAXoGflAfm/NQoI0K1RS841V2DJkiV47bXXEB0dnaUwPKrJAObpwm+++QZVq1ZNB+MdO3bAZDJh5syZePvttzFy5EjUrFkTo0aNUnrfGY/w8HBUqVIF7u7u6f7l5uaGGjVqPHT+XoCepZt0dYLdgM5PldzYuDed1cE9c27k169fV07l3nnDhg0xZ86cdEAvWrRo2lMqP20+9thjWLRoUVaXhwA9S4nkBCsUEKBbIZacmk6Bfv36oXr16hapwr1v7riox4EDB1CsWDFlmJwPFejDhg1TpjH5+O2335A/f/6HDtvz6AB/J2/YsCFd+RyszK9fu3btgXoJ0C1ylW5OshvQGeQMXAb7w46TJ08q89t88Bz7s88+q/S8VStevDhef/31dEDn4BH14CdQboSTJ0/OUkwBepYSyQlWKCBAt0IsOTWdAhz8lhnQuQft5+eXNq9et25dZb5b/U5kuOfOnVsBuTnQ+T3qMWPGDOV7MeOUJf//woULynfyw4D++OOPp3WozCssQDdWA7Yb0PkpkofJV61a9VBFnn76aSU4hI/PP/8czz//PKZNm6bMFanGSznUg68lQDdW43LW2grQndWz9r+vxYsXK9+LvGQt4zFv3jwFxmps0H//+1907tw53Xcifzdevnw5W0Dn6Plq1aph5cqV6YqeP3++MlT/sGkAAbr924QtS7Ab0Dl4rW/fvujRo0dahLt5xc2Bvn79erzyyiu4efNmpvcmQLel2+VaOVFAgJ4T9Vz7vWfPnlWW0vI8dsZ57oxA5yVlvLQss0Mdcre0h84Bdt27d1cC6cyPsWPHKt/VD1u6JkA3Vnu1G9BZBl9fX1SoUEHpiXOAmxp9yfPf5kDn//ETIq+PjI+PVxTkxsVJYaSHbqwG5Qq1FaC7gpftc4/8vcbfhxzgxkvFeGicwc7fjRwYbN5DZ+gz/BnY/H8+j78f1WVt1gKd74hXCjVq1EgZXufrcaR87dq1leVyDzsE6PZpB/a6ql2BzpXmxDJdunRRojV5aQRHsHNyGY5Q/+OPP9Lui9est2nTRklAw4EjHNn5008/CdDt5Xm5brYVEKBnWzp5IynAEOe5bg785SRbbLyCp127dkpwsDocz8Dl5Fv169dXetC8BJiNv1P5yA7QuZc+ceJEdOzYUVlWzGXyML4klnGOpml3oLNM3Ig4kn3Tpk1KukFeTxkZGfmAgrxMg59Gt2zZoqRrNQ/s4PWVx48fT/cevpa/v3+WnvD09AQ/MMghCthCAQG6LVSUa3AiGf5e4u8xzmrJvWY1Wl1VR03+wt9hHGhsPtIZEhKivNd8Pp4TdvFrj0rnyv/jnjl/p3Jku6R+dZ62qAnQnUcuuRNRABCgSytwFQVkyN1YnhagG8tfUlsdKCBA14ETpAqaKCBA10RmmxUiQLeZlHIhV1FAgO4qnpb7FKAbqw0I0I3lL6mtDhQQoOvACVIFTRQQoGsis80KEaDbTEq5kKsoIEB3FU/LfQrQjdUGBOjG8pfUVgcKCNB14ASpgiYKCNA1kdlmhQjQbSalXMhVFBCgu4qn5T4F6MZqAwJ0Y/lLaqsDBQToOnCCVEETBQTomshss0IE6DaTUi7kKgoI0F3F03KfAnRjtQEBurH8JbXVgQICdB04QaqgiQICdE1ktlkhAnSbSSkXchUFBOiu4mm5TwG6sdqAAN1Y/pLa6kABAboOnCBV0EQBAbomMtusEAG6zaSUC7mKAgJ0V/G03KcA3VhtQIBuLH9JbXWggABdB06QKmiigABdE5ltVkiOgf7Vqm3wDw4TEw1cpg0cDriBol9ORsOf/3aZe5bPuGt+xx2/dgsfLd2Exr/MsRl05EL2UyBHQC/33TQw0D9dvllMNHCZNjB08XoF6BVHT3eZe5bPuGt+x31G32ufr9iCJhPn2o9CcmWbKZAjoE/YvBfdZi4REw1csA0sdcF7ls+6S37f/b4Uk7ftsxl05EL2UyBHQLdfteTKooAoIAqIAqKAKGCNAgJ0a9SSc0UBUUAUEAVEAZ0qIEDXqWOkWqKAKCAKiAKigDUKCNCtUUvOFQVEAVFAFBAFdKqAAF2njpFqiQKigCggCogC1iggQLdGLTlXFBAFRAFRQBTQqQICdJ06RqolCogCooAoIApYo4AA3Rq15FxRQBQQBUQBUUCnCgjQdeoYqZYoIAqIAqKAKGCNAv8Hk0RMUJnyQHsAAAAASUVORK5CYII=" 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" 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Generative garbage collection\n", + "\n", + "https://docs.microsoft.com/ru-ru/archive/blogs/abhinaba/back-to-basics-generational-garbage-collection\n", + "\n", + "Из-за того, что простой подсчет ссылок не справляется с циклическими ссылками, в Python 1.5 был введен еще один подход к сборке мусора, который называется генеративной сборкой мусора. Он отслеживает только те объекты, которые могут ссылаться на что-то еще:\n", + "\n", + "- коллекции\n", + "- классы\n", + "\n", + "Простой случай: рассмотрим следующий граф ссылок на объекты.\n", + "\n", + "![image_4.png](attachment:image_4.png)\n", + "\n", + "Допустим, после исполнения некоторого кода ссылка на верхний объект была удалена.\n", + "\n", + "![image_6.png](attachment:image_6.png)\n", + "\n", + "Через какое-то время сборщик мусора удалит верхний объект и все те, на которые он ссылается, если на них не ссылаются другие объекты.\n", + "\n", + "![image_8.png](attachment:image_8.png)\n", + "\n", + "Когда количество оставшихся объектов превышает некоторый порог, они перемещаются в следующее \"поколение\" объектов. К каждому следующему поколению сборщик мусора обращается реже, чем к предыдущему.\n", + "\n", + "![image_10.png](attachment:image_10.png)\n", + "\n", + "В Python есть модуль `gc`, который реализует взаимодействие в генеративным сборщиком мусора. Посмотреть, какой лимит на размер поколений задан в данный момент, можно так:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import gc\n", + "\n", + "gc.get_threshold()" + ] + }, + { + "attachments": { + "image_12.png": { + "image/png": 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" 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" 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g9elLWCQwnnXkrOEZDxPP+LdNB/HThgPouGyXAeM6czahxqyNKDZpDQqMX2UAOY8AmR4yvWPCmN5xFrHogNhxX3raRSauRtCk1dIR2IjaszehxcJtaLd0p+Gx03P/Y/Mh43xHSydi1sHTmLRtP4bOX4q8lRojYaqqMt5cE0lS1hKrbZp9890wA+J37tw1Qu3bth+S6WlNTTt+xOfKa6iFxClq4MNEJdC6tZvH0An0KdkCsCeXDUcE6kctMJZ7ILcNS7M+CfTrkn1oeOQSrnFsdOwtsjd5Szx2/agC0VVAgR5dBXX/yBS4K4t4nRMQn5Uw9S4BMW3ZyQtYcuICphw8g/H7T2PAjmMG5L5ftx8dl+9CGwlTE8YEYmGBY+CEVcgvMCaQCWO7d2zA+KGDYwaQGf7OM3oZsg1fhKJjl6OWwLiNdAzainVfs884v95bD2PwruNy3qcw7+g541q2yzXtlY7GRel0XL51F4wEcEiUjthNsTsSpucwKT1kx08YYO/AvpZ7wcDyEpouh8TJqwkEqxsgNMuKl+6IG1IP/HBhtcbNfzHt2E8/x+pIlLwqPkhYzDNAn5QlADtyCFQF6gcFrJ42lrtXwu2LMtkw7MuwkPsFWfxmgjSYygJyNlp7Yy0tIB+664TRW9Vp6voQNUsBBbpZSvrXcQglJm+duHYTuy9eM8aLl528aMB4sjgaEwTGfbcdNcaMu6/eiy4rdhveaL25m2VYcL3hqRaesNrwjguMD4MxLduosLHj6IaoHSFOz7uolFdm6jrDK683Z7Mxfv2JeMZfC4y/Exj3k3MdtPMYpsi5zxbPnl7+VrmmA5dDjWfqRRlT7rVkA+oOnoJei9fhhjhUdwR+7JS443n7ONALBJYTT7YMEiarIklkVcWqmWqz56wxGuj8BRtkelxtU48d+blWRcKklREvQVHPAH185gBszWbDHoH6XguM5e6UcPv8jDYM/KIDBq7fhYqSPOEIcnvDZWNtIGM6neXG+WLVXuNG6rf9KCYeOI0Zh+UVfKcuYu2Zy9gjvcWDV64bjZS9Rf2oAk9TQIHuf+2DcDp/8zYOyXNgjywasvHsFayQ5wPHjOkZj5Uw9d9bj+DPzYeNZ0lXeaY0keQtPl/KynOGYWq7d0wY20PVDFMTxmZ4xPZj0AMn/NkJqC5eOcetP168HZ8u22l4xj0kTP2PPOcI42kHgzFThhrXyXNu87krOBZywwjF81lH7/jq7bsIlZCyAWPDMxYYR6F6n5UUF4VDPXPTJ4BesKx4siXFS69oQNBsS52+Npq3/EXmhtc3/diRn2sluZ4KeP/DwgL09u6dtjZLQu6jMwZgQ2YbtgvUd1hgLHdLFhtmpbdhyBcdMViAXkQaeFRvGPZ2ebPlHLPcCE0xRMUbkr3WkpPXGt5+I7lh2WP9UnrTv206ZHQGeGNPl87AUgkdrT5zCTsvXMN+6bHyJuFDwR0902e2dN3Aowoo0D0q91MLI4AIJ4apOV7MUC7htUq8ybkS4p1+KNjIpKa3+evGgwaM2cFvPD8MxhyO4/0e7h0zVC2Z1Y5h6qg+WyLbnuFu+zOGWdwMkbNT0GLRdnRaLk6HPGd+kXPsu+0IhkiYepp0JDjmzWS0TdLBOBV6C6dl6pbhHYsRxvZQNbPJ70mY2tMfq4EeL0FxSSBj6L2CAXbftwqIn6gs3vsw0DNAH54hAKsl3L1JoLrZAmO566VDMS2tAP1hyH3P2UuSRLHjkfEhJsFVlRum6YJtqC4hJWa6E9YMZ5kRumKvm4kinFbBzgAfCEWll84wPyMDTSWUxhvVPpb0r4x7MbGDveWF0utfIw8dZt3vv3zdmNLBzgDHj/Tj/Qoo0M2pI+a8EEwEFTvFuyRMvUY6yYTxnCMCY+k4c/z1X+lIMzmKYer20sHmtKbaMmZcWu4zApn3Ne8/3oc0dtJ5b/IZYBaMeczC4jhwtgxhzDA1ny28xxk6/0wSuH6XTn8f8eJHSb4OQ+wLjp03IoDMED8pYXheJ6MA5x/CmNFA3vOE8ePjxeYo7P6jWAn0/AXK4P34QRJ2LyvG8Ls/GKMOpRE3XkG08oSHPjh9AJZJuHutQNUKWyPlrpLyJ6YJ89DtC8tcl2xEhtKDBKq8iQltgpVjP5cktHRZerPsxXNxguNycx0QkBKqi2V8i/uNkJvwLwnJ/yAPDt6gTOxoIjcssy7prfNGLiQ3NMezovuQYE+d8yoZlmMHg712huz4cOLcy/riOfBBQW/i27UyliUPND7YOEwwXx4SPG+GBPkQ5JQSdgau6lCB+59eD0tQoANX5H5iuzsqIVzeSxwvXhd82QhTzxHPeKp4xoN2HjdCv0yO+kZCwa0kLNxcOrr0TNnO2d7Z7glje1a1fb6xGZ1u+33KCBzvXT4PeC/znqZn3FLuMXrrzKb+U5LMeP+Pkwgcx7qZvMUxY46FHwu5KZ3uW0YUjkDmtRPGTLIljD3vF3usqT+zIGuBXlo82SICwFIGBD9IWMbHjddQWsbPS+LdePk8APQRQ9A/XQAWSLh7uUB1hQXGcpdksGFMKhsGOwCdmYi8sfYJ5DieZM/mZFIJHygMU0Xlw/AVb1iGtDjWZO8M8OY+JIvz8+HFMXhm1TMM/6c8DHrKQ4FZp5/KNJBGEtKrP3eLERngGBsfKAR4dDsDfNDR++B1FZTOQCFJoikhIUM+HCvKmFqNWZuM62cI7we5bp7XEEkMnCzhO3YGVspDip0B5g1wvJDXxevjakz6cU4BXwY66/mSgJj3w2Fpx4TxZokUbZD2zOQttpGJAjSGfDlmzHuHnjHbVItF24w2RmOYmu2OSVyB0g4ZqaIXa+Z4Me9htnF6xuwAcMyYCWS8t5jAxXut+5q9xn3HMDVhzCxwdipWivHaDkuHl54xO/L2cWPe0/ZsaudqXLeKTAErgZ6vAD3ZQuKlFxcr6SdWQsbPi+Gd9/IK0Nu5dwx9pgC9b5oAzJZw9yKBOm2xh41lzk8ni8qktGHQY0C3NzqG8uhxs+dv99Y5PsUMTE98yEY+MHgejA4wxMaHCjsDTL7bKiE4Zr/OkPD7mL2nDC+GY/QM27WXzgAjA0x0YWiv/LSw7Fd6MGaEEBlh4Pggj+fYGWDHg95LK3lQcuoJQ5wcz+MwATssHCbgOW+SxBrOa7U/KBn5iGlDBVYBndN62Pmip0gYM0LDRCfCmJEmJnCNkbm6rDNOa2Iddlu526hPQpD1y3q2jxsbMH7Y0WSbMHNKE/NTCGOGwytIG64s5bKD+5G0a+alsJ2zw8m50P2l/XOO8VTpdDI3hWF33ifsOHM4ivcOYcyOCBO42N6sGC/2xLPD18qwFOj5S+Hd9wuKlx4kVkysuI8br0Hsg6J4O25utGrlAaD3Th2AaRLunitQtcLmSLmzpEMxOAWz3CNfKY5QZbiMngUz4BlaY3jMFz635Dz58GZngA8yhvvswwQcZyRY6UmNls4AQ/EE7zdr9xkPSoYRGbKnp87OAIcK+GDlAza60QE+8PngZwiTMGC4lGFMemxhCT5hC0Jw2ssvGw4aIVeuKMVzXSrnzMjANunM8EF9XDo3vD6GLn0tNhBVoPP6eJ3s/BBOHCZhJjVzKBjpoWfMObpcK4EJXEze+ln068AFPyQ3hF4p9a0gOlNvesd2z9hYFlM8YzND1PboD9sO21BV6QgQxuxkso3RfpYFSWj05EfuOWEMbbFTwTpmlIxA5vQtRxizg8t27avjxb7w7PD0OVoK9HwlxZPNL156EcQVCL73oY+bXEPcD4pIuL0w3no3p2eA/keqAEyUcPd0gfoMC4zlTk1tQ/9kAvTPn72WO3v0fMhwvC8mfOi5cAoKM2AZGTj9MDLA8CM7OEw4oidHr3uYhOLpIdGT40O6tXhyhEddmZNaTh7kTDpiZyCvADy6nQECJ6fAh6FZwoi5DhyKIKTY+agv5X4qIdRuK8OSizhflytaMTFquXQG1gv4uCAFr4ORDl4bxzLd7andFz2pJb1DdqqOCozrDJ+JpN/8g54rtxnnxtwGepgDZZrQbwLjn0RPTiFi54aLbfD66KUybExI2pMzc8sQjBkdLXvdcNUtdrZYZ0Y+hujLhFDWJ7O6Wb8MU7O+2Wlg/Y8QGLMzwQjMVulgsKPBoRhOb2Lb4ZgxowKEcUyLxMSE50V0r9FKoOcVoL/1bl7x0gvJuHMxyXYv6duWSIYNpFPyznuBePOd7O4H+gwJuf+aMgBjJNw9SaA+2QJjuePF/k5qwwAngB7dBhvT9ueDm50gjq3zpQpH5MHOB/xO6QxskI4RvW3Oy6Vn1ptjrOv3G9GPjyUy8NG8rbJi1WbDYyesCe78MifXjFAuwcccBOYisDNAT9XeGWDGM+HZSc6DnQGuN8Dx1ImS38DxVCY38dzZsbMb/8d8AuZAcFtOa/pD9v1WIh2EXmuJ7PC4NQljuR7CmBEJwjgbXwwxbBEyDl8S7Y6OHcaMIhV4COMyU9YZ+rEzwHNoJolk1Pcz6exwTJtzoQdL9IOdCE7NWiwwZiY1ozeMfjACwDFj1iE7PdelPjnHWD+qgNkKWAv0EgL0XPhAFmFJnLw0kiQv4/OWOFkpCbkHIs7bWT0D9B9TBGB4chvGSsh7nAXGckdJ+b0Si5fuw0Dn/FmC0leGAZx5EPBa2BmwryPNDGijMyCeNcPLnMbDvAGu3mfPfuYcf2b0M+uYAGNoubQAjZ0BAvxpSVYZxOunZRz+0IwXPTwJWWPNAQGm8XIIySHgTzND1ExSNNYxkHPmtEXCv6ZcC6+HWd28Pl4nOwuc1jRQpjAyeYthag6fcBjCgLFoxbHxYIExO1NM3qKemrDoTOvTbaxQwFqgFxdPNocAMJ9Yfr+xuPHyIs5bmT0A9LGj8F3K1zBIwt0jBKojLTCWO1TK/zWhDf/88LVPvg+diT58wBMAnC7j7rCxJ290wocgomfIkC3n3zJ5i6FcZlMzdM6XRDDrnh4mAccELk4VZL6DfYogw8Ycr49oBcDohv+jvj87CQ87CtJ5MDoRD43nx3FmetL07AltzpvmVEiOKXOpTM4osCcRcuiH4+ns0OlHFfB1BawC+vLlyxFUvIGMNxeQkHt+CVPn8xvj9cSNlx/tP+3q3iz3VbOm4+u0b6OveMeDJOQ9JNlzGJ7yReOnYUntJt/xexNtsBzLbv8mseHzD2Qu+sB/fQro9GCZyctwqt1D5BxYb3m48/zs0/TsMGaCE1ff4kpVDFfPEa9ymswxHiohd4apmfz2xeo96CAwYyY1V9/icpTM0Oc4Lqc22ecYmwln+3gxx4yZJGZf3Y+LCdmnNvENUjy379YxSU+y9uVcmcj1nczt56wH+zlzjJn7Ecw8DrP/eVwzzpfRAB6LMxV4bHsCof0cOVzBzh2HL6gnhzMYxeDqYOwA7X2YYMbkMobQ7VOufB0Eev7+oYAVQD97VtaVX70aVas3R+asVZAtZ3VkzVEVWbJX8XnjdWTNUR2ZslTCl1/1wI4dO3D16lXcuxfxkuQ2Z5tR7h790Wb0LARfvWa84eb8eUma2bQJ3UoVwI/xbQL15zAx+7uYG5gEQ1O/gqGpXsEQw2K5xQYkewH/SEeCnYnfxTtvny4elixaiNOnT+PmzZvGG3G8+cMkIz687SFkhn7plXKsM7ofZlEze5gPe4a7jcVzJHHswMN1qRnupmc8U5K3uBQmQ770IjltiPN4uYgOV71iYhpXwKKXHAbjNeFvbTIzRM1rZ3Ic17xmktj/YbzBgDGzqQlbJsgRwH22HDE6EPTqGaZmZjjHxOn10xjxoNnf3BTVDhLHl+k126cXhq3nzSlhYVnoXH6TY+39Rbe/5FyKj1qINPJu5PKTVxmasTPAN/xRL47vM4mQ0YWoRwIefT90pseT3CSUzyQ35ilwRoH9RRpMcOu//ZiR6DhTzpWJj6xz+zsKOEuCIXwm9zFHQrPMo3vH6f52BawAOlm0YcMG1KrTRmBeF/kDm6NI8TYoUszHTa6hsFxD7vxNpGNSE999/zv27NmDkJAQ3L8f8SqiUQb6WQH63buyKtTFi9i1axeG/fk7PkkWBz8mfB6Ly2XGpjoFMSLz2xiW8c2HFkd+OlgG+V1s6CP2hvz90NLLT7Ehz7B/UsTCHwLyn6Uz0fHDF/FXh9bYJB0M9tZu377ttUAnLOjRlhRA2h/whCX/Z1/ykUlLhLH9tYnG2LOMpTIrnclOK09dMkDG5SQJY3pyfBsSYWxffYteJsds6QFyHDfo4VKYnIIUXbA47s8pUvbkNCaJsSyWWXWmvHVJzoEwZuiZ85+NBDVJ4OLUNa6+ZV/ylnPZOWbMtbftU5vs61L7Amwcp63xfO1DDLwW1h2vjePiXNGP18zwO+eGcyUyJrV1EW04rl7X3hmQOdrs1FBPjsWzs2NGB4p1z04ToyRMImRngEMD7LxxeIPTC3+QpEa+jpPnxxXeOEzgmGDHzH7Oe+cUQ47nR7WzpOjzbwU8CXQqSRZdunQJ27fL9NyGHZEzTxPkLdgGgUXbC9Q7+rYV64gChdshb4FWyJG7AX79rS8OHjyI0NBQE4Euryalu0+3nwdfvGgRenT+FC0yJEKP9HExJH9y/JI8Nn5OFvBU+0m+/ynp0+wV+f6hJZGfD+1H+Un7NsEL6PK+DZ8meR09PqqFOXPmGB0MdjRYyXwTjzs+PK6rdlwe7vTCHUO3fFAza5mhdj5UmTRFj4swZjKVfVU5PojNXHWL5XKaFGHM8G/QxLBMcWOesXiY9uUwCWMucNPzYbY4vT5mgXNVPHYs6PlxYRnOM2YUwNHzc4f+3njMqM5Df9o1MLLCzgxD6oQnO3HUl142M/QnSGeAHSJm7nO9AUZ5GFFhmyGg7XPTGRngim1hiYTRX3OAbY9DJUUnrTbaJIdQWGZjSV5ku+WQBTsDXJaYMx4YxZgnSY9cNIkdGuYMOL7Zi52BW/e8O4rmjW3N28/J00C3s2j//v1o1OQz8WZboWCRzgL0LigU1NXHrYtxHQUKS0clb1P0+msgTpw4Ie9lvxGpwxp1D12ATnefBz116hQ2btyI6dOno1+fPvis2UfoWroQmhbNi6ZFnLMmsl3DovkNa1Q0n9P7tZIy2lcth/49vsXEiROxatUqHDlyxAhHsJLNArr9FX2nd27BslH9seKPzzH+u/ZRsrHfd8A3w0YbIVgzvGN2CAhj+1gsvW/CmB0AZoVznjMXlGkvc5/pdXEuNJftZNJZ2LrUFw04MEGL3hczqfmwZXieyWtcyEY/zitgJtCdL/XJLekts/44VMD6ZPIhIwMcJmCdMwrEufx/S0Tnt42HjCGMdtJGOKxhdAakM0dYs3PHTh47A6YMFUjnkdMVOcWQx2cEh9GbjxyWbP1RhlLYSeFCOhxKYSSDw0LGPHijfYZ1FtlG7W8U84XoTXTq0xf39TTQyaJr16SNHDqEJs2+EKC3RsGi3RAY9JnY575vRT9DgSJdBOjN0KfPEIO5t27dMg/o50KuG7DkOPrly5cNL50JCTNmzMCYMWMwdOhQDBo0CAMHDnTKeg8agvJDZqD40NloN3icU/vw+IMHD8bIkSMxefJkLF26FLt37zbG9Z92sVG9QXidd2/dxNpRf2Nu8fexrcwbOFktLoJrfxBuZ2t/CMPqRG6n6iVCn2/aoPjAyRECvfDg6Sg3YByq/jsSNf4ZjlZ//YVPRgzHZ798g+afdcGvs5fIg05enygPZK4ixvnSds+Yc4z58Ga2tCcWVomqhjFhe28BenS0ZkCLeQMMpROe9KjZ4WPyo31Nd65cN1DmuzOZkG8N5Jg9pxcyomOPDBjvAX+YRMgQvxlrDthXquPQFDsdtR8O5XD9dnZa+QIlDuewM8Clk3m+7LCyQ2NfoY6vGbW/YpRRkLsWvFo0OvXjK/taAXSGoA8fPoymzb8U8LVC/kL0aruKdfNx6yrX0hX5AjtJyL0p/u471MgRcwvQ2TPigS9cuGD0jjh+TbDOmzcPs2bNwsyZM52y0dNnIe+osClAn0yY79Q+PD5D7Isk3L927VojUSA4OBjXr183zTu3d1rW//Mj1pV6C+cqv4Hr1d/Eg8YJgI+TPbTk8lOsVUSWQv4v1vr/dubT3Pj7xw4o9hjYqwvEZ35THzfbZQDapgQ+TQcs6oLbPxTC4QpxML9pEZw+dsTolZkVefCVB4QvnKc/AD26OnPVOPtStuwMcBU/5kYwMkBvm8sSDxXgsjPA5Esu/MO8AXYG6LET1mFvMFxtrGxnf/94dCNajGZxfXoOQYS9rGijERlgBIsvTfpaphWyM8CFedgZmHfsnHHOjAywM8AEQs7wYIeZ18fOACNY7hnQi24tWL+/lUBv0uxLZM/VEnkKdBIIdhbr4uPWWfIBOiNP/g6S7NdYgD7MPUBnsyFYCHVmlNNTZyiA3jo9ZSYoOGvLNm1FgbFhY3xfzl/n9H47d+7Evn37cOzYMcMzJ8zNGjvntTFsf2j3DkyvkBxnK76GG1Vfx+1qr+NB3XfxX8P3o2jxZPv/28kWGfD7t+1RdMBkSXYK68xkGb4IrXv9ifUdiuE+Ow1/lsQD6QyEVH0D20vGxrwfO5kafbD+1vefM1CgR68uuZyu/XXGnFHAaZGctcC8AY7Dc0YBx+UZkmcSIfM6OG7PxXoYGbB3BhgZYGfAzPXsw97uJi+UkXKqSKInOwPMeeGsC+a98M1uzBvgwkCcMcLoGSMbjJwxKTL8rW4PZxQwb8CfhwqsBHrjpl8gS45m4qW3R658HST8Tuvow9bBuI4cedohc/aP3Oeh229fO9QZfueYOsevCXcmpjlr+04Fo5CMrxFqv6zZ7fR+zGxkYh5Bzqx2M8fN6Qkz+rBszCBsCArA1UqxcbNybNyqEhu3q75mmh1skBK/fCVTEwZMCQd73sGzsKVpNtyt8w5uSSfihpR7utyrGFcjO04eP27qdUbvMax72xVQoFvXFugpc0zd/i52htm5PsJamVHANemZnMdhAq5E+O3D9Qaay2tfuT4Cc044K8MYJnj4BkPjta+yVoAZQwWMMjDiwPwWJhGyTM4oYGSA+Qt8oyIXUmJeA/MG2BlgvgOHPOyzCZgPYZ/xwciAtw8VWAr0Jp8jY9bGyJarLbLnbucn9gmy5myDjFnq4++/3RRyf/z2tYOdUKWXTMA7a6euhhrvNybQe8mLQZzdj+WwPEYJzJxzboyby7HZWZjTvTX2FH8FIRUCcL1iAG7QKplve+umwHdffypgn4wi/SdhfaOsYeVIeSz3bNkAzC+TCId2bPWJOfbWPd6tKVmBbo3uZpTKqaLsDDC0bk8itE8vnCkL+nD63r8yja+HjNMzb4CheuYNcDYIIwMM5RuvM5bphUxS5bK/Zswq4KuR2clgZ8M+64QzYDijgbNOeD5/yzvfmTfAxYeYN8DOQNgwQdjUQntngLkRjAxwyqy7hwqsBDqz3NNlaijebCvx1FuLtfEDa41M2T6W66qLPp4CuqPHHtUpXWclWYUNl0DvvfVwlKeEmXFTOx6D50+Pn2H8eR3rY2/Qy7haNhZCy8XC9fLutX21kmBvraQILf9KWFlSJssNLhULC4Pew951q546B9FsLfR4zimgQHdOJ3/biqFz+/vo+dY/Ts/ju9s5Bs/wO8PwDMfTE/9i1V4jgY+rJ3KNBq4FwM4Aw/mcDmhEBmRNB+O9ArKAUHRzB3hMdjQYGeAMBg4TtJIkQnYG+Gpldgb4OuOpB4ONF/owqrHzwjVjiICdAXuSrX0lQnYGnBkqsBLoHzXuhrQZ6ouX3tKAYJi18mELu4YMWZrLddX2PNBduWG5eMr/gX7ElUOYug+9feYFMCdgVrva2FPkRVwu9RJCSr+Ea2U8byz3dPGXML/Iu9i+YgmuXLmiYXdTazz6B1OgR1/DmHgEzsWnF80kQibh0cNmdj6X+mUInp0BLgH8uXQGukqIniF7Lj5kf8sfk/0Ibvv0QnYGzBgqYMeCnQEOSTCJkJ0QdgZ4DpwGy1yGAfJqYC5sxQWu1suyxMwb4EyC3xevR50hU9Fz0TpjFUK+uvmOPFPd9X4KRmjtWe4NBeip0tVB+szNkF4gmD5LCz+w5uKdN5XrqqlAd+UhwQbCcXkm281oUxO7Al/AxRIv4ErJF3C1lIdNymS5J4NewNxCb2PzkoXGqkhmJf+5oo/u86QCCnRtFZ5WgGPp7AwwvM7Fh7gsMRd7orfNlQjtSYT0xrmYFT10rjfAYQLCmsl+XKzKsTPAGQHRXZGQ+2cbsRh5xywzXjXM9QbayDABkwj5oiIuS8ycBi5QNefIOSPxcZvMiGDeANcYYHKkfUlizihgZIDXGtlQwSNAb9QVKdLUEm+2MdJmbCLW1A+sCdKkb4SUaaoJ0Ie4L8vdrAbsbR66vYEcPXoU01tXx46CNpwPsuFSMRsuW2CXpOwTRWyYU/AtbFw830gaZJ6BTl8zqwVG/zgK9OhrqEfwnAKEI9cbYGidMwo4xZCdAfuyxFyJ8E9ZopkrEXYSEBPIXCKYmf72qADzBZ7oDJg0VMChCM4o4GqZjAxwiiM7Jlx8aKBEBrgegn1Z4q0yVLD11Dls3XcQdWRhmWSpa4o32xCp0n8k1sgP7COkTNcAyVNVUaC7covYgc5V56a2qo6t+WwILixQF6heKOpZOy/lsdwjgTbMKvAWNiyaZ8z7V6C7UrPu20eB7j5t9cjepwA9Zzpih2SoYKd0Bpg3sEiS8jhM0GqmvFxp+DzUnbrSiAwwo59g5hRDDg/w3QTsCHClSyYQcpiAkQEzhgoy9JuF5PlbIkXa+mINxBr6uPEaBOZp6iJpykrGSnFuWVjGzCbmrR46gT5FgL4pjw2nBKhnCgnYLbAzUvbBAjbMyKdAN7PdmXksBbqZauqxfFmBZyXF3ZdEQj7z+a4CvqOAyXiMDHB6ISMDfIMhIwN8hTBXIuT4PZezNt5aKImDXGOA0wEj6gwQ6EnzNEOyVHXE6vqJ1UHSVLWQOHkFBborN4ajhz6lZXWsz2nDsfw2nBSonvKwsUzavrw2TMsjQF+oHrorderufRTo7lZYj+8rCjwL6NG9Di5vHSwdAuYNMBFvkazsN2XvcfRetR0luvZCIkkeS5KyllhtPzG5lhQ1kDhZOfRWDz3qzccR6JMF6Guy23BIgHpMQu9W2FEpd1duG6bkVqBHvTY9s4cC3TM6ayner4C7gf64Ao5JcfUadkKCJOWQOEV1MYGgX5hcS/JqSJi0jAB9sIbco3oLOAJ9UovqWJnFhv25BOoC1cMWGMvdnsOGiTkV6FGtS09tr0D3lNJajrcrYCnQG3RE/ERlkChZVbFqfmK8lipImKS0At2Vxu8I9InNq2NZZhv2CFD3Seh9vwXGcrdks2F8DgW6K/XpiX0U6J5QWcvwBQWsBvoHCUuJN1tZTCDoF1ZZog4VET9xSQW6KzeAI9AnCNAXZhQPWYC6S0LvVthOKXe9RAnGZHsL63UM3ZUqdfs+CnS3S6wF+IgClgK9fgfES1BCAFjBgKB/WAWBeXl8mKiYAt2Ve8AR6OME6HPT27BJvPQtWW3YaoFtEZivymTDyKwKdFfq0xP7KNA9obKW4QsKWAn0ugL09+MXE/iVMyAYPzFh6MvGaxCYJyyDDxIGKdBduQEcgT62WXXMSGfDWgEqveQNFth66UwslSjBsCwKdFfq0xP7KNA9obKW4QsKWAv0T/Heh0UEfqUF6mXEyvq48RrKSNShFD5IUNg3gM7VirgMIV9GwFccWv1xBPoYAfrkNDYsz2DDSoE6PWVPG8tdIFGCwZkV6Fa3jcjKV6B7a83oeXlaAUuBXq894n5QSLz0EgLBkgYIfdt4DSXleoojXvxA7wQ6FxTgusJ9tx01Fuzn2324WACBzlcV8rP9fAg+mr8F0+SNRZ7+OAJ9VNPqGJ/KhkUC1CUC9aUWGMudndaG/pkU6J5uC86Wp0B3Vindzt8VsBLodeq1w7vxCoqXXsyAIMHu28ZrKC7XE4T3PywoQB/kfdPWJsgrBQnvnLLk34Jj558AOl/Xx3V8uQ3fA+zpjyPQRwrQR6WUddQl7D5foG6FzZNyp0qUoF9GBbqn24Kz5SnQnVVKt/N3BawG+jvv5RMvvQje+6CoWJAfWFHEjVdYriOfdwKdb9XhMn4Edg15G8++y6HhHvqQXScwQJb+4xt7Mo9cZryv19MfR6CPEKAPTWHDdAHqLPGSrbCZUu4EiRL0yfAW1mmWu6ebg1PlKdCdkkk3igEKWAr0up/g7bh58e77hQygx0tQzLdNEvzixiuCd94PlJ958VdvL/TQ+aYfgptA54L8P6w/EA70b9fuRyF5xy+/qzJjA27KSwA8/XEE+nAB+sBkNkwSoE5JLZ6yBcZyx0iUoFd6Bbqn24Kz5SnQnVVKt/N3BawEeu26bfHWu7kkPF1EFmMpLcullvF5S5ikpHRQCorl9k6gs0Hz1X3VZ200wM1F9umN83cuus+ffAPPouMXLGn7jkAf2qQ6+iW1YawAdYJFNl7KHZ7chp7pFOiWNAgnClWgOyGSbhIjFLAe6Dkly72wrBhX1G/sfUmIe+e9nN4LdLbsBfKGnSzy2jwC/HHj+2/5Vh4rPo5AH9K4Ov5KbMMIAeoosdEWGMtllOCXtAp0K9qDM2Uq0J1RSbeJCQpYAfRr167h0KFDqF6jCeK8lQZvvp3W7+ztd9OhZ8+/cerUKdy8eRMPHjyIsDnZnG1kuXv0R5vRs3Au5Lqzuzx1O4bT+Xq8x2HOd+ZyXN2qjyPQe3VohV8S2jBIvPShAtVhFhjL7Sudii9zp8DaVSv1fehWNYynlKtA98JK0VOyRAErgB4SEoL9+/ejRs3mKFikNYoUb+9n1g6583+En3/piRMnTngn0Nnatsn0NL7j1g71zCOXoteWw7DGNw9r/wT69evXcezYMYzo1wdfJH0VfQSoA5I+j4myWtuo9LExJMWL4TZYfneHDUjyHPonseEfKfvXBDZ0LhOILVu24OLFi7hz5w7+syiCYclTwssLVaB7eQXp6XlMAU8D/d69e7hy5Qp27dqFatWbo1ipz1G9Ti/U/aif31ilar8gf6FW+OGHX3DkyBGDT17nobOFcR76zxsOhgO93LT1xvi6lR8KdePGDaMntGLhAnQtkgPfx7fh31QB2NmgCGYGJsGIDG9geHq7vS6/P2nD0r2OMHstyjY07Wvol+R59E4UBvNO8V/CwJ6/YM+ePbh8+TLu3r2rQLeykTxWtgLdiypDT8VSBTwJdDo1dG4uXLhgODuVKjdG4WKdUar8D6hS4w8Be2+ft0rVfkfxMt8gb4EW+Kr7d9i3bx84xMCOTEQfy0Lu9pM5ce0mSk5Zi2yjlluykMzjorCR3Lp1C8HBwdi8eTPGDOyPLpkToXuil7Ggci6ML5gMfdO84WCvy+9Pt7/l+3BLLb+H22vy+6PWJ9Vr6J0qNn5O8Dy++cCGtgkD8EeLhliyaKExTsTwUmSVaemdHIMLV6DH4MrXS39EASuAfu7cOaxZswZly9WXkHtHBJX6GsVLf4uS5b4X+8F3rez3EnH4BkVLfIlceZuia9cvsWPHDly9etWIJLsV6ATh1fNncXjrBuxbs8xp2yvb/jhhBqoNm4HtK5c4vd+BDatx5vQpI/RgZvjZ3uu7dOkS9u7di0WLFmHQ373Rpmp5fJwzDTqlfg9dkr7hdmue8n10KJwTg7q0w5QpU7BhwwacPHnSiB5EVpn6bLFGAQW6Nbprqd6ngBVAp/O1YsUKlCpdB/kC24uX/qWMoX8lIOzu01akxFfGdQQGfYbsuRujQ4eu2Lp1qzHE4DYPnQC8cfki1vzcCTNrZMLqyomwsUoCbKqS0GlbUzMlFjbI5vT2PPbWhhmwqFEuTPiyBU7u32Ma1Hk9FCs0NNQA6MaNGzFr1iyMHDkSf/fpg14/9cBfPb7DXz84Z917/IxGP/c27LcffnBqv95y/D9++xVDB/THxIkTsXTpUqNzwfHz27dvRzp+4n23d8w4IwV6zKhnvcpnK2AF0M+cOYNly5ahRMlakjzWVrz0bggs+jkKBdG+8FkLlPPndRQo1AVZczRE+087G0MLHHZ1C9ANr/zCOczrUANbS8fB2cpxEFonLu41T4r7LZI9ai3l75bJI7EU8v+H9rH8fKalxH+9y+Pe6MY4UPFtjC2fBkf37TbNW6fXz7EZ9oSYHMfQOz316dOnY9KkSZgwYQLGjx/vlHUdMz08R6D/uElO7cPj0yufM2cOVq5cid27dxtDAHbv3MyIxLNvUd3iWQoo0J+lkH4fUxSwEujFS9ZEzjytxEvvLElkXcS6+rh1kWvpIuPnHZA5Wz20b+9GoBMqTM6a98dX2FTyDVyq8jpuVnsD9+q8AzRJADSNyBLK/x+zZvJ3pJZIvnOw5vK73X4MBIbVxo1a7+Bg2dcw+uOKuCFedWTZf1G5oXhtPA69YY5XcO4fkxEY7li/fj3Wrl1rGMdtnmW/zPt/Fv+MFaufuT2Pu27dOiMywPGSw4cPg2NEzGzUZLio1KLntlWge05rLcm7FbAS6MWK10C2XC3ES++APAU6inXyceso19JRxs/bIUPmOgL0Tu7x0O1h6SvHjmBalfQ4XS42blR5DbfE7lR7HfdqxjHJ3pTjRGz3G8fHvUYf4lbV13GhYmzMDoyNQ+tXmQY9O9TpqTP8zjF1esmEO0PxztqA9bvCPfSNB444vR/DSOfPnzc6FFxIgCEWMzor3v048M2zU6D7Zr3pWZuvgJVADypWXTzZpsiRux1y5m0v9mmEVqzkF9i56xjmL9iCQkW7PbHNjz9PwA8/jgv//9Zth/Fbz8lPbNep62DjOCXLdje+a9v+X+PvClW+j7Dcho3/ML6v17BnpOf26Dm3R4487aWT0gbpMtZ0D9DPhoR5wcwE37JmJeaX/gDnywXgRqVXcZNW2YMm5bHcqxVexZagV7BoUG/DkzUzaYzXyuPRO+Y1E640hr+dsdG7joYD/eCFy07tw+OzLEYIWK7ZiX/m38Yx+4gK9Jhd/3r1/1fASqAXLVYNGbI0lvHmNgLBtmKfRGjFS39pnPA9ea7//ueUJ7YZOHge/h0wJ/z/d+7ew/CRi5/YjtDnp0z5r43vvvhquPF31Ro9Iiz349Z/G983a9k70nN79JzbImvOtsic/WOkTlcd7dzhoRPo9tXUVs2YhCVF4+B8mVcQWv4VXK/geWO5V8q+gu1FY2HKb1+HZwCaOc7MY9k9dsI1KjZ+38lwoJ+QVfaisq+9XH1geLcCCnTvrh89O88pYCnQg6qJJ9sQmbJ9LBBsJdY6Qgsq8ZnkSN2VRVqCcflKKGrU/vGR7foPnIt/+s8O/98deaX3sBELnzjWdz3GGMKWLPul8d1nXw4z/q5U7fsIy23xcW/j+ybNe0V6bo+eM6+hFTJmbYGUaau6D+j0Gplpt2TSGCwu/DrOlXwZ18q8jNCynjeWe6n0y9hW+CVM6PG5EaamZ2sm0KNzO0w8EPb+d9rJ0JvROZTu66UKKNC9tGL0tDyugJVAL1K0KlKnrydeenNkEAhmyNoyQitcvAsuXb6GDp0HSAT0HpYu3/HIdv8OmI1+/84M/x+BPnT4gieO9e33owx9i5f+3Piu6+dDjL8rVPkmwnKbtexlfN+o6R+Rntuj58xraIH0mZsieerKaNfODWPowVevha/OM3/sCCwsGBvBxV/AlZIv4Gopa+xCiRewJfAFjPmuCzj2zHC1t4w3K9A9/kzxeIEKdI9LrgV6qQJWAr1wkcriydZB2kxNkC5TU7FmEVpg0U6SE3VNPN+WGDdhGe7Ke0W6fTEkfNt/+s/C3//MCP+bQB8ybP4Tx/r6u5FGLQSV7Gp81+WzQcbf5Sp1j7DcJs3/ML5v2Pj3SM/tyXNuijQZGiFpygr4pF1H85PiCHR6wMy8njd6GBbkfxWniz6Hy8WfwxULjOWeD3oOm/M/h1HfdHrm22g8fR8o0D2tuOfLU6B7XnMt0TsVsBroyVPXEi+9EVJnaCzWJEIrULiDAXR+X6R4Zxw9dhbnL1w1FqXh/+id9+k7PXxfAn3w0HlPHKv7t2Fj5oXlGNyvU9cBxt9lKnwZYbmNmvY0vq/f6NdIz+3Rc+Y1NEaqdA2ROHl59wN9zqihmJc3ACcL2XChqA0XLTCWG1zYho15bRjZvaORRf6018t5+jZQoHtacc+Xp0D3vOZaoncqYCXQAwtXEk+2OlKkbYCUAsGU6T6K0PIFtjOAbv/+007/SF7YAyxYuMn4X99/pqP331PDvyfQBw2Z88Sxvvw6bMw8MKiD8V3HLv2Nv0uV+yzCchs2+dX4vl7DnyM9t0fPmdfQUK6nHhIlLYNPPnGzhz5n1BDMzhOAowUFqgL1swJWTxthfjLQhnW55b3lCnTvvMv9/KwU6H5ewXp5TitgLdArInGKqjLeXBfJ09QTqx+h5SnQRoAeEv5dqvQNMXHychlPv4827Xrj737T8FefKeHf3759FwMHz37iWF90DxszL1ikvfEdOwb8lCjbNcJyGzT62fi+ToMekZ7bk+dcD8lS1UaCJKXcD/TZI4dgZs4AHMpvwymB+mkLjOUeK2DDqpwC9K/UQ3f6ztMNTVNAgW6alHogH1fAUqAXqoBEySojqQAwzOpEaLnytcJFAbrj9wWLtMPp0xdw9txlmaK2AL16Twr/nv9bu24PUqVv8Mg+4ycslXytO8hTsLXx//Yd+xq1V7x05wjLrffRj8b3tet9H+m5PXnOtZEkRU3ET1TCM0CfliMA+/IIVPPZcFzAfsLDxjIPSbh9eXYbhivQffxx4Junr0D3zXrTszZfASuBXjCwAhIkrSAArGFAMEmKWhFazrwtDaA//n37jn8/XGPlDv7sPTH8+4GDZ0ne2F20bP0H0mX+SMa066NilS9w9uxlbNq8X7LqGxnbtuvQxxC0WMmOEZZbt2EP4/tadb+L9NyePOeaMn5eHR8mLCZA7+DepDh66FOyBWB3LhsOC9SPCFg9bSx3v4Tbl2RRoJt/e+oRnVFAge6MSrpNTFDAWqCXR/wk5QSA1R5adQOGj1uOPM0MoD/+/2SpamHV6h1GNf3514Tw73Pna4GVq7YbU93Wrd+Npcu2CswvYf+BE5LR3jV8u3afhs0zX7JsC2bMWv2IFSraFnUbfG98v3rNzie+L1fx/8d59LyqSdShCj5IWNQzQJ+YJQA7xDveL1A/YIGx3D05bFiYyYZhX1ofcj945ToG7DiGSxKK4SeipLjtF0Iwcs8J3JTpEvrxfQUU6L5fh3oF5ihgJdALBJbHh4nKIKEAMMyqRmgp09ZGi1a/Rfhd/kKt8MmnvVCidIcnvq9d/1sZY//T+L5xs59kWdamj2yTL/Bj47uILHP2j+QVqE0j/T5XvuaRnG8ViTpUQrz4RTwD9HGZA7Alqw27BeoEq6eN5e7IZsO8DNYD/Y5kSn68aLuxiEybxTtwX1aYG7vvVPjCMsHXb+HktZsoOH6V8b+ph86YcxfpUSxVQIFuqfxauBcpYCnQC5YTT7akJJBVFKskVtnHjddQCfETl8f7Hwa6H+izJOQ+KmMA1me2YZtAfbsFxnI3S7h9ZjobhlrsoRPgP6zbb8A6y6hlWHziAgbvOh4O9KsyDtNxedjLWrKMXIb1wZe96FbUU3FVAQW6q8rpfv6mgLVAL4t4CYobAAyzCn5gjDqUxXsfFBSgf+reMXQCfViGAKyUcPdGgaoVtkHKXSvlT01rwxCLgc6b83ToLQROCPPAK05fj95bD4cDfcGxc8gsIOd3nQXs7ADox/cVUKD7fh3qFZijgJVAz1+gDN6PH2SE3QnBDxOV83HjNZSVqENpxI2X3zNAH5w+AEsk3L1aoLrGAmO5KzLaMCG1DYO/sH4MnYwe8tArzzRyKUpOXhMO9DJT1xq/5x6zAsdDbphzB+lRLFdAgW55FegJeIkC1gK9NN77sIgAsNRDK23A0LetlEQdSuDd9/Oirds99BFD8G/aAMyXcPcygTptuYeNZS5Ob8PoVN4BdN5XobLgfyXxzu0vZXn857/bj0J9cy95AplwGgp0E0TUQ/iFAlYDPW68QuKlFxcr4SdWXDopxfDOe7ndD/SZAvS+aQIwS8LdCwSqCy0wljtXOhTDUtowyAs8dPtdufD4eQmvh71lzdHKTl2HUFlKUD/+o4AC3X/qUq8kegpYCvT8pcSTLSDjzUXFgsSK+YEFIe4HRfB23Jxo29bNY+gE+l+pAzA1jQ2zBepzLDCWO0PKH5TchoFeBPR7D/5Di4cZ73agZxK4cxxdP/6lgALdv+pTr8Z1BawEer78JfH2e/nwbrzCBgTf+1Cg7tNWVMbOi8j1FMJb7+bwDNB7pgrABAl3T5Mx7OkWGMudLPZvMgH659aPoTveCvsuhSLH6OXhHnqzhdvkPe2u3yy6p3cqoED3znrRs/K8AlYD/a24ecVLLyTJZCWQMElpHzeOnwdJuL0g3nonmwC9vXuz3GeIh/5rygCMlnD3RIG6VTZOyu+T1IYBXgb0B0LvHuvDprFllWlsBy6Hev4O0xLdroAC3e0SawE+ooCVQM+bv4R4srlk3fMgJEle2i8scbJSMge9EOK8ndkzQP8xeQCGiXc8RkLeVtlIKfvPxDb0dyPQ/xM4P3jwQF6zd1/sntN2/rosJDNuJX5at8/pfXj8B1IOy9SP9yugQPf+OtIz9IwClgI9X3G8KZ4sx5v9zeK8ndH9QJ85fgy+S/U6Bop3PFygbpUNkbJ/SmjDP7/0MP196IRqSEgI1g74A2NaVcTMWtkxqFxa5618Wnzdqhb+rZI1SvtMb1QEU37phtPHJCNewe6Zp5GLpSjQXRROd/M7BawAenBwMFauXIn2Hb5H4aK1kStPBWTLUQZZs/u+Zc9ZFrnzVULJ0vXRq1cvbNu2DVeuXMG9exEnVtucbVG5e/RHm9GzEHz1mrx55jbOnTuH9Qvm4ot076F3Ihm/TiILuyR/ASPTxMLgZM+FWVL32SA59iDpSLAz0Ve8887xZHGZ4UNNBTo98usXzmFexxrYWOoNnKn8JkLqfYCbjRMZdqtx4jBrEpElkf87WFP53bCkz7TbH6fEf0Pq4VyrdJhV/D0cmDPRiAwo2J1trZ7dToHuWb21NO9VwNNAv3v3Li5cuICNGzdi2LBh6N69u3iybdGiRQs0a9bMp6158+bGdbRv3x4//fQTJk+ejD179uDatWsGDyL6uAT0O3fu4Pz580Zv4ZvaFfHNhzKGnfh5zMyfEEtKpsWwtLExLM2rGGpYQMQm2fFDH7Mh8rezNiD5i+gnIO8jnYlfEtjQPldqrF61Ut5pe1reUXvLCI9H52PA/Pp1zP60JvaUeR1XqryBWzXi4L/G8YGWSSO3j+W7RyyZ/P2YtZK/DUv+qLWWv2mfpAbmfYr7PxVBcOU4mFshCTYuX6xQj06FunFfBbobxdVD+5QCngY6PdWrV6/iwIEDWLBgAYYPH44+ffrgjz/+QM+ePX3e/vzzT/Tr1w9jx47FqlWrcOLECdy4ccM8oJ8NCQV7RZcuXcLu3bsxbtgQtEofH9/Gfx7zymTCprqFMDzzOxia8a2H9iaGZHzMMsjfDjY4Qxw8Yunl70fsDQxK/6j1TRELvwnIf5DORKsEARj+209GBiAjB4wgRMeb5b68xs3LFmJe8XdwseJruFX1ddyu9jru13oLD+q8Y67VleM9Yu/iv8+z416DeLgu5R4qExtzO9UN75lF59p86ungIyerQPeRitLTdLsCngQ6L4aOFx04Pvf37t2LtWvXYsmSJVi4cKHf2LJly4wIxKFDh3D58mXQoY6MAVH20Al09oro9h8+fBjLly9H315/okXRvPgk6Rv4OX1cdE8UC18leNlp+zLBS4iqdfvgebSKK6H2jAnR75svjN4ZK5QXTBhHB3oMZ7AXtHDwX9haLAAhFV/FzcqxDbtVxUNW9TWjvBuVYiO43KuYXDUDjh46+NTKdPvdqgVEqIACXRuGKhCmgKeBzjL5vCbU6akT7GfOnDEitf5izBHgsAKZS5g/LfrsEtB5wJs3bxrC0SuePXs2hsv4Rc8ff8B3LRuj7Uf1nbY2sm3jRo3QqHFjtGjU0On9OjWuj287d8CQAf0xZcoUo2d2/PhxhIaGRhqOcOams3vn7BjM79oIe4vHwtXyAbheIQA3KnrWWGaoWHCZV7CweDwc3Lze0D26wwnO6KDbOK+AAt15rXRL/1bACqDzmU2o09Ek8BihJeD9xXg9vC5e37Oe/VEG+rmQ64b3Sy+Y2d/Hjh0zwgHz58/HpEmTMGrUKGMcgwkKzljfYSNRYPgCZBu+GC2GTXVqHx5/5MiRGDduHGbOnInVq1cbYygcBuDFP+uin3ZL8dp4jLNnz2Lup3WxN+hlXCkTC6FlY+F6Oc8ay7wmdqbky1hQNC52rVnx1IQI/35UeO/VKdC9t270zDyrgBVAd7xCPr/91ZypSZeAbh+7IPjoydIz3rlzJ9asWRM+fsEQuDM2ce4C5Bu1xFh85dPJi5zah8ddvHixMVVh8+bNOHjwoBGSoPca3WxwdgYYbj958iRmflILuwu/iEulXkJI6ZdwrYxnjWVeFTtV/EXMK/wuti5bbOjNnlp0hhScaRi6jfMKKNCd10q39G8FrAa6f6v77KtzGeiOUKenzrELgp0D9/v378e+ffucsjU7dqPg2LDlUb9etNGpfXhseuRHjx41wv6EnBkwt4/HMLudkYfpbWpgZ+DzuFD8eVwu8TyuWGCXpeyTRZ/H3MC3sWnJAly8eFHH0Z/drj26hQLdo3JrYV6sgALd2sqJFtDtq6fRY6S3Ts+WA/cEfGR2+cpVrD5yCvvOnDe2OXTuAgqNX2kA/bd1e43/XZbkhlWyzckLlyI9DssheDlOwvA/PWszvFZ6+ByHZ2dhWuvq2F7AhnNFbbgYZMOlYp43lnu8sLz4puBb2LhovhGJeFqWo7XNKWaWrkCPmfWuV/2kAgp0a1tFtIBuP3XHZVEJ96fZUnnbWN6xK+R94etw5PI1nL52HYUnrDKA3mvzIdwROA/acRS5x6xA+6U7nnoswtcskNuvxQ70I0eOYGqr6tiS14YzAtRztCKet7NS7uFAm8zxfwsbFs1ToFt7v0RYugLdCytFT8kSBRTolsgeXqgpQHe8hGclJCw/eRHZ5EUlfJXod2v3Ifj6rXCg9956GAflBSb5Ze1zAr7hvC1PTXBwh3SOQJ/ycXVsym3DyYICdYGqFXZayj2QX95kl0+AvlCB7o46j+4xFejRVVD39xcFFOjW1qTpQH/W5dy4dx+tF+8wgE1wzzt6ToC+2vj7902H0HH5LuP37PLa0RWnLj7rcKZ/7wj0yS2rY11OG47ms+GEQPWkhN89aSekvONS7p48sqxtHgW66ZVt0gEV6CYJqYfxeQUU6NZWoceBzsvdfPYK8kjYneCuMmMDCjwcQ685a5PxmlF6711W7MZ9C15K8jjQV2ez4ZAA9aiE3q2wI1LuzlzyzvdcCnRrb5XIS1ege2vN6Hl5WgEFuqcVf7Q8S4B+98F/Em4Pe084jQB3/FlIxtQPX71hiTKOQJ/YojpWZLFhn3jpByX0fsjDxjIPCMy3ZbdhQk4FuiUNwolCFehOiKSbxAgFFOjWVrMlQOclHwu5gWKT1oRD3Q73zCOXof/2Y5ap8gjQm1fH0kw27BKg7hWoE+yetr05bNiU1YZx2d/Ceh1Dt6xdPK1gBbpXVouelAUKKNAtEN2hSMuA/kDC6YN3Hg/3zu1AZwj+6u27lqniCPTxAvQFGWzYKkDdIaH3nR42lklbm9mG0dkU6JY1imcUrED31prR8/K0Agp0TyvuBSF3+ylcvHkH1WduDPfSc0gi3KLj5y1VxBHo45pVx5x0NmwQoG6W0PsWDxvLpK3MaMOIrAp0SxvGUwpXoHtrzeh5eVoBBbqnFfcioPNU5hw5ayTC0UNvv3Qn7sn4upUfR6CPFaBPT2vDagm7rxOoW2H0zpdIlGBoFgW6le1CQ+7eqr6elzcpoEC3tjZMD7k/ax76499fv3sPHy/aDibC7b14LUoL67tDOkegjxagT0pjw1IB6grxkq2w5VLuPIkSDMqsQHdHfZtxTPXQzVBRj+EPCijQra1FU4BOSJ89fABrxg/G0p6fYUq3xhjTtTHGOmk/dfkYrbt/EaV9pnVrgnWThuLUkYOmrhbnCPRRTatjbCobFqS3YZHYYguM5c6UKMG/mRTo1t4qkZeuQPfWmtHz8rQCCnRPK25yyJ1Lrx5dtwzTambD5lJv4Fjlt3Guzgc4X/dDB4svvztYvfi44GDn6yVEcIMkDv9LIL8/3a52yYVjn+bC7GppsW14b9yTJWPNXMudS7+OFKCPTGnDbAHqXPGS6Sl72ljuFIkS9M2oQLf2VlGge6v+el7eo4AC3dq6iJaHTm/28IaVWFQpOU5UeAMh1eLgbr24QMtkwMePW3L5n1iriCyF/F+s9eOWUv7nYG3kd7v1rYD/ZrfHxRrvYFXJt7F26hjjJS3Rhbqjhz5cgD4kuQ3TUtswQ6BqhU2XcsdLlKB3hrewTqetWXu3RFK6euheWS16UhYooEC3QHSHIl0GOj1zvu1sQvuaOFgmNq5VeR23qr2OuzXfxH8N3ouivS/bO1hD+T3c4snvTxq6ZMJ/3+bD7Rpv4nSF1zCpTHKcP3M62u9DdwT6sCbV0T+ZDRMFqJMF6lbZqBQ2/JlegW7traIeurfqr+flPQoo0K2tC5eATi+Y3vDhA/sxq2IKnC3/Km5Ujo2bYreqxMbtqq+53e5Ix+F29ThGmZcrxsbKwgFYOmOy8RpXdjZc/TgCfWjj6uibxIYxAtRxFtlYKXeoRAl+T6dAd7VO3b2feujuVliP7ysKKNCtrakoA/1sSKjhBfPd51sXzsHyEu/gfLkAXK8QgBsVPW8s90r5AGwPegVL+v1qvI+dr291NfTuCPSBzWqjV2IbhglQR1pkI6TcAUlt6JH+XaxdtEBfn2rt/RJh6Qp0L6wUPSVLFFCgWyJ7eKEuAZ3ADAkJwcbpE7Cq6Bs4XzoWQsvGwvVynjeWe7lMLGwv+jIW/folLl26FK2xdDvQjx49ij+7dUCPBGFAHSI2LPnzhg1J9pz77WGZg+VnH+lUfF4gPdavXatAt/Z+UaB7of56St6jgALd2rqIOtCvhhrAvHjxIlZPHIUVhV/D2RIvIaT0S7hWxvPGci+VegnbCr2IuT92w9mzZ42we3Q8dOYGHDt2DFPHjEK31G/jz0QC9WQvYE7BRBgnC7wMTRUr3IbI70+3l+X7KFrKl/Fvkufwj4D8byn7+/g2fFGnCrZv327obkbyn7XNzr9KVw/dv+pTr8Z1BRTormtnxp5RBnrw1Wu4c+cOzp8/jxVjh2NZwdg4U+wFXCkhVvIFXPWwsdwLxV/AloLPY/b3nXHq1CncvHnT5XF0jr9z/5MnT2LNiuX4tm4VfPHh8/g71avY26wU5hRNgeEZ3zRsmGFx/m8Z5HcHGyq/D83wxqOWXv5+hg1J9zr6JHkBfyS04QeBeedU72LCsCHYu3cvrly5Eq0hBTMajR7jUQUU6NoiVIEwBRTo1rYEl4BOD5ie8PIxQ7G0QABOFbXhUpANl4t53i5Jmeek7M35ZQGW7zoZIOb4vquJcfTs7de3detWTJ80EV+VDkT7xLExLDAVBmT/EL8lfzVK9qtsH7EFyP8dLFkAfhH7Oekr+PrD59DlwxfxScaEGPDzD1ixYgU4N545AhwW0I/3KKBA95660DOxVgEFurX6Rwvoy0YPxeJ8ATheSKBaxIbzAnaPm5R7prC8QCWPzBP/thNOnDgRbaAzpH358mUcOHAAy5Ytw5gxY9C9Sye0qlgaHfJmxGc5U+GzHO6zbnLs5oVy4bvGdTG29x+YNWsWNm/ejDNnzkQr+mBtU/Pf0hXo/lu3emVRU0CBHjW9zN46WkBfKkBfkCcARwoKVANtCBawe9rOSJknpey1ucwBOgW2Z/EHBwdjx44dWLhwISZMmIBhw4Zh0KBBGDBggNtt8ODBGDVqFKZPn441a9bg0KFDRrhdx8/NvgWifzwFevQ11CP4hwIKdGvrMdpAn5crAAfy2XCigIBV7JSHjWUelXD7qhwC9G+i76GzOuzz7BnePn36NHbv3o3Vq1djwYIFhrc8Y8YMt9rMmTMxd+5cLF26FBs3bjRgzmS4W7duabjd2vslwtIV6F5YKXpKliigQLdE9vBCow302TkCsDe3QFWgfswCY7kHJdy+PJsN000COtXhGDy94dDQUJw7dw6cxsakNHrs27ZtA8fX3WE8Nm3nzp1GyJ85AQz/M1EvOvPrrW1m/l26At2/61evznkFFOjOa+WOLaMH9FFDMSNbAHaKd3xQoH5I7LCHjWXuyylvQpP3hk/72hwP3S40oU6I0jOmt06wXrhwwcjwd6exDM6nv3r1qrG8LmcVcBjA1al47mg4esz/K6BA19agCoQpoEC3tiVEG+jTsgZgm3jHhOp+C4zl7s4urziV94abDXR7+J1gJ1DpsROuzIJ3t7EclsdyWb7C3Nob5WmlK9C9t270zDyrgALds3o/Xlq0gL5EPPRJmQOwMYsNOwXquwSsnradUua2rDbMkfeGTzXZQ39cLELV02Zt89DSnVFAge6MSrpNTFBAgW5tLUcb6OMzBWBtJhu2CNS3WmAsd6OE22fIe8PdDXRrq0pL91YFFOjeWjN6Xp5WQIHuacUfLS/aQB+dMQArJNy9XqC6wQJjuWukQzE5rQ1Tups7hm5t1WjpvqKAAt1XakrP090KKNDdrfDTjx9toA9PH4BFEu5eKVC3ypZJ2eP4vnIFurWtKYaWrkCPoRWvl/2EAgp0axtFtIC+WMbQB6cLwFwJdy8RqFtlC6XsUSltmKRAt7Y1xdDSFegxtOL1shXoXtYGog30/mkDMEPC3fMEqvMtstnSoRiaQoHuZW0rxpyOAj3GVLVe6DMUUA/d2iYSbaD3TROAyRLunilQn2WBsdxpaWwYmMyGieqhW9uaYmjpCvQYWvF62eqhe1kbiDbQe6cOwDgJd08RqE+1wFjuxFQ29EuqQPeythVjTkeBHmOqWi9UPXSvbgPRAvoiGUP/I2UARkq4e7xAfYIFxnLHSPm9k0j5X2mWu1e3Nj89OQW6n1asXlaUFdCQe5QlM3WH6AF95FD8miIAQyTcPSq5dTZcyu6ZSDoVCnRTG4cezDkFFOjO6aRb+b8CCnRr6zhaQJ89dQq+SvMW/hXveKhAnTbs4U/73574OVDC7d/Glw7Fv32Nl5ncuHHDWC5VP6qAJxRQoHtCZS3DFxRQoFtbSy4DnW8g4ytFPyuUFb8ntAnUn8PIdK9ico53MSTlSxiS4v82OMWLMNsGJnse/aUjwc5EL/HOWycMwOwZ0w2g881kCnRrG1ZMKl2BHpNqW6/1aQoo0K1tHy4BnS8O4RvB+CrRv7u0Q+eEsSTk/TyWls2EjTXyYGSmNzEiQxwMN+yNRy29/P3QhsnPYelff9LSyf+eYQNSxEIfAXlP6Ux0/8CGr6qVwfr163HmzBnj7WgKdGsbVkwqXYEek2pbr1WB7r1tIMpAPxsSarxS9MqVK9i3bx/mz5+Pn+tUQvsPXsSwvIkxt3w29EsXB3+nfv2p1ke+75P6tadab/n+CUsl/0sVG78leQnff2hDh/dt6BqUG9MnTTQ6GHytKTsc+nYy7210/nZmCnR/q1G9HlcVUA/dVeXM2c8loPOVnqGhoTh+/DjWrl2LSRPG45tOHdA0MAfaZk6KLsnfRJdkUbPOsr1zFke2i4O2KePi4yzJ0fvjRhg9YjiWLVuGgwcPGh0NvnZUgW5OA9GjPFsBBfqzNdItYoYCCnRr6znKQD8nHjrD2QxrM+y+Z88eLFmyBBMmTMDAgQPRp9ef+Pu3X9DnVzcaj9/zd/Tv2xejR4/G3LlzsXXrViPczoQ4djj0owp4SgEFuqeU1nK8XQEFurU15ALQrxveL8Pu169fR3BwMHbv3o1Vq1YZYJ06dSomTZqEiRMnutWmTJmCmTNnGp0JwvzEiRMICQlR79za9hQjS1egx8hq14uOQAEFurXNwiWg85Qdoc5x6yNHjmDnzp3YtGkTNmzYgHXr1rnNmPy2ceNGbN++Hfv378fp06cNmHPsXJPhrG1QMbF0BXpMrHW95ogUUKBb2y5cBroj1DlN7OrVq0YInh47AXvq1Cm3GsPrnDrHMXNGChTm1jakmFy6Aj0m175eu6MCCnRr20O0gG6HOr1ihuBv375tjK0T8O42lsPymADHMXP1zK1tSDG5dAV6TK59vXYFuve0gWgD3X4pDMHTCFZPmb1MzWj3ngYVE89EgR4Ta12vWUPu3tcGTAO6912anpEq4BkFFOie0VlL8X4FNORubR0p0K3VX0v3AwUU6H5QiXoJpiigQDdFRpcPokB3WTrdURUIU0CBri1BFQhTQIFubUtQoFurv5buBwoo0P2gEvUSTFFAgW6KjC4fRIHusnS6oyqgHrq2AVXAUQEFurXtQYFurf5auh8ooB66H1SiXoIpCijQTZHR5YMo0F2WTndUBdRD1zagCqiH7j1tQIHuPXWhZ+KjCqiH7qMVp6dtugLqoZsuaZQOqECPkly6sSrwpAIKdG0VqkCYAgp0a1uCAt1a/bV0P1BAge4HlaiXYIoCCnRTZHT5IAp0l6XTHVWBMAUU6NoSVAH10L2hDSjQvaEW9Bx8WgEFuk9Xn568iQqoh26imC4cSoHugmi6iyrgqIACXduDKqAeuje0AQW6N9SCnoNPK6BA9+nq05M3UQH10E0U04VDKdBdEE13UQXUQ9c2oAo8qYAC3dpWoUC3Vn8t3Q8UUA/dDypRL8EUBRTopsjo8kEU6C5LpzuqAmEKKNC1JagCYQoo0K1tCQp0a/XX0v1AAQW6H1SiXoIpCijQTZHR5YMo0F2WTndUBdRD1zagCjgqoEC3tj0o0K3VX0v3AwXUQ/eDStRLMEUBBbopMrp8EAW6y9LpjqqAeujaBlQB9dC9pw0o0L2nLvRMfFQB9dB9tOL0tE1XQD100yWN0gEV6FGSSzdWBZ5UQIGurUIVCFNAgW5tS1CgW6u/lu4HCijQ/aAS9RJMUUCBboqMLh9Ege6ydLqjKhCmgAJdW4IqoB66N7QBBbo31IKeg08roED36erTkzdRAfXQTRTThUMp0F0QTXdRBRwVUKBre1AF1EP3hjagQPeGWtBz8GkFFOg+XX168iYqoB66iWK6cCgFugui6S6qgHro2gZUgScVUKBb2yoU6Nbqr6X7gQLqoftBJeolmKKAAt0UGV0+iALdZel0R1UgTAEFurYEVSBMAQW6tS1BgW6t/lq6HyigQPeDStRLMEUBBbopMrp8EAW6y9LpjqqAeujaBlQBRwUU6Na2BwW6tfpr6X6ggHroflCJegmmKKBAN0VGlw+iQHdZOt1RFVAPXduAKqAeuve0AQW699SFnomPKqAeuo9WnJ626Qqoh266pFE6oAI9SnLpxqrAkwoo0LVVqAJhCijQrW0JCnRr9dfS/UABBbofVKJegikKKNBNkdHlgyjQXZZOd1QFwhRQoGtLUAXUQ/eGNqBA94Za0HPwaQUU6D5dfXryJiqgHrqJYrpwKAW6C6LpLqqAowIKdG0PqoB66N7QBhTo3lALeg4+rYAC3aerT0/eRAXUQzdRTBcOpUB3QTTdRRVQD13bgCrwpAIKdGtbhQLdWv21dD9QQD10P6hEvQRTFFCgmyKjywdRoLssne6oCoQpoEDXlqAKhCmgQLe2JSjQrdVfS/cDBRToflCJegmmKKBAN0VGlw+iQHdZOt1RFVAPXduAKuCogALd2vagQLdWfy3dDxRQD90PKlEvwRQFFOimyOjyQRToLkunO6oC6qFrG1AF1EP3njagQPeeutAz8VEF1EP30YrT0zZdAfXQTZc0SgdUoEdJLt1YFXhSAQW6tgpVIEwBBbq1LUGBbq3+WrofKKBA94NK1EswRQEFuikyunwQBbrL0umOqkCYAgp0bQmqgHro3tAGFOjeUAt6Dj6tgALdp6tPT95EBdRDN1FMFw6lQHdBNN1FFXBUQIGu7UEVUA/dG9qAAt0bakHPwacVUKD7dPXpyZuogHroJorpwqEU6C6IpruoAuqhaxtQBZ5UQIFubatQoFurv5buBwqoh+4HlaiXYIoCCnRTZHT5IAp0l6XTHVWBMAUU6NoSVIEwBRTo1rYEBbq1+mvpfqCAAt0PKlEvwRQFFOimyOjyQRToLkunO6oC6qFrG1AFHBVQoFvbHhTo1uqvpfuBAuqh+0El6iWYooAC3RQZXT6IAt1l6XRHVUA9dG0DqoB66N7TBhTo3lMXeiY+qoB66D5acXrapiugHrrpkkbpgAr0KMmlG6sCTyqgQNdWoQqEKaBAt7YlKNCt1V9L9wMFFOh+UIl6CaYooEA3RUaXD6JAd1k63VEVCFNAga4tQRVQD90b2oDpQD9+/Di6d++OwoULI1asWHjnnXdQvnx5tG/fHvv373f7NW/evBmdO3dG3bp18f3337u9PC1AFVCgaxtwhwL//fcf+Dxr2bIl0qVLZzxPkyZNipo1a6Jbt264e/euO4p95Jg7duxAnTp1ED9+fOM5vmDBgqeWqR6626vkqQWYCvQlS5YYDe+zzz7DiRMncP36dZw9exZz585FvXr1sHLlSrdf7apVq9CxY0fEjh0bTZo0cXt5WoAqoEDXNmC2Ag8ePEDv3r2RKlUqDB48GJcuXTKep3SYBg0aZMD19u3bZhf7yPEOHjyIrFmzYsyYMQgJCTGe3xkyZMDSpUsjLVeB7tYqeebBTQP6qVOnkDp1avTq1QtsjI9/7t+/H+H/n3mGLm4QL148BbqL2uluUVNAgR41vXTrZyuwevVqvPrqq9i4cWOEG7vbO+cznJHO5s2bhz+3GTHo06cPSpUqhXv37kV4Xgr0Z9etO7cwDej9+/dHpkyZDI/cmU9wcDC+/PJLpEiRAgULFsSIESMeaSRdunRB4sSJceXKFcPj5naVK1fG0aNHnTk8FOhOyaQbmaCAAt0EEfUQ4QoQlhwyrF27NghRZz7bt29Ho0aN8N5776FGjRpgh8Bx39y5c6NBgwbYunWr8ZPPUwL76tWrER6e/+c+fK47ftauXYu4ceNG+hxWoDtTW+7bxjSgs5EEBQVF2nNzvIRr166hQoUK6Nu3r9EBWL9+PdKmTYspU6aEb9amTRu88sor4E9+f+7cOVSrVg2VKlVySg0FulMy6UYmKKBAN0FEPUS4Agytp0yZEt9++61Tqhw+fBhZsmTBsmXLcP78eQwdOtSIlh45ciR8fz5faRwO3bdvn5HPlCZNGvz1118RlsFw+/vvv4/Jkyc/8v2hQ4cQEBAQ6Vi6At2pKnPbRqYBPXv27EYoxpnPrFmzjAZ348YNY3OGd9gj5Ti7/UOQcxx879694f9jY3z55ZedKUI9dKdU0o3MUECBboaKegy7AoxK2mw2/Pbbb06J0qlTJ3z00UfhoXGG4xMkSGCA3f4hzPPkyYOLFy8a/6L3nitXLpQuXTrCMjZt2mScw9SpUx/5np0H/n/IkCER7qdAd6rK3LaRaUAvW7YsihcvDo6VP/5hgtznn38eDudPPvkEL774opE5aTeOFzHE7gj0OHHiPHIoHuO5555zSgz10J2SSTcyQQEFugki6iHCFWAEk2HtHj16RKgKk9L4LLSPo6dPn95wfhyfpy+88AIaN278CNCrVq36yPEYUi9WrFiEZezevRt8/kYEdDpV06ZNU6B7YZs1Deg9e/ZE5syZceHChScuc926dUavbsaMGcZ3TLRIliwZ2Ntj1qbdmFinQPfCVqKn9FQFFOjaQMxUgKCuWLGiMdYd0Yeg5/PUHuFMnjy5EeE8duzYI89TuzfOY9BDjwrQmVXPqOvjnjg9d05FjmwKsnroZraEqB/LNKAzKYM9xAEDBjyRzf440MeNG2eExA8cOBDpGTPkrh561CtU9/C8Agp0z2vu7yWOHj0ab7zxBjgP/PHP40Bv1qwZAgMDcfPmzUhliSrQmZhHD5/hfMcPk5fp2d+6dUs9dC9shKYBnaF2Tmlg9iR/0lPn2Dht4cKFj3jo7DkyPF+/fv3wrHg2EMcMdgW6F7YWPaUIFVCga8MwWwF63wQqZw7NmTMHoaGhRhH03r/44otHPPSdO3ciUaJERoIbE+r44bzx06dPh59WVIHOHTlljlFXzj/n850OWN68eUGHLLKPeuhmt4SoHc80oNsb28yZM1G9enUULVrUSHzjwgQMH3GMneEa+4cZmAy9czsuVsBwUIcOHcK/V6BHrSJ1a+sUUKBbp70/l0yI9+vXz3h20ivm87RAgQIoU6aMMYX3zp074ZfPBbU4A4jAzZkzpzHljQvQ2D+uAJ3O2PTp043yGX5nAh2dtcjmoLMsBbq1LdJUoNsvhd72mTNnsGvXLqNXx6xNx8Zn347/43bMZKfX7rhYgv3/jvJw6hqTNZz5cGqGYw/VmX10G1XAFQUU6K6opvs4qwDBzugln6ccJ6f3HVHyMb16fs8pZ5xH7rgN/8fkZMcPnSpu/7QPs+F5LO5vj7o+bXsFurO16p7t3AJ095yqHlUV8E4FFOjeWS96Vp5XQIHuec0dS1SgW6u/lu4HCijQ/aAS9RJMUUCBboqMLh9Ege6ydLqjKhCmgAJdW4IqEKaAAt3alqBAt1Z/Ld0PFFCg+0El6iWYooAC3RQZXT6IAt1l6XRHVUA9dG0DqoCjAgp0a9uDAt1a/bV0P1BAPXQ/qES9BFMUUKCbIqPLB1Gguyyd7qgKqIeubUAVUA/de9qAAt176kLPxEcVUA/dRytOT9t0BdRDN13SKB1QgR4luXRjVeBJBRTo2ipUgTAFFOjWtgQFurX6a+l+oIAC3Q8qUS/BFAUU6KbI6PJBFOguS6c7qgJhCijQtSWoAuqhe0MbUKB7Qy3oOfi0Agp0n64+PXkTFVAP3UQxXTiUAt0F0XQXVcBRAQW6tgdVQD10b2gDCnRvqAU9B59WQIHu09WnJ2+iAuqhmyimC4dSoLsgmu6iCqiHrm1AFXhSAQW6ta0iSkBvN242vpu5FD/OXq6mGmgbeNgGCv4yCIm6/I5mw6epJnpfxOg20GrUTNQbNAl9l6y3lmwxtHSngV6+zyiU/HM4GgyerKYaaBtwaANZv+tnAL10rxGqi94bMboN1B88Cdnkfhi+ZmsMRaq1l+000PecOY9xG3Zi7PodaqqBtgFtA9oGtA1E2AYmbtqFyzduWku2GFq600CPofroZasCqoAqoAqoAj6hgALdJ6pJT1IVUAVUAVVAFXi6Agp0bSGqgCqgCqgCqoAfKKBA94NK1EtQBVQBVUAVUAUU6NoGVAFVQBVQBVQBP1BAge4HlaiXoAqoAqqAKqAKKNC1DagCqoAqoAqoAn6ggALdDypRL0EVUAVUAVVAFfgf0/UXZkZ2xVQAAAAASUVORK5CYII=" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Аналогичная ситуация повторяется для вновь создаваемых объектов.\n", + "\n", + "![image_12.png](attachment:image_12.png)\n", + "\n", + "![image_14.png](attachment:image_14.png)\n", + "\n", + "![image_16.png](attachment:image_16.png)\n", + "\n", + "Посмотрим, что будет, если отключить gc:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import ctypes\n", + "\n", + "# Обернем кусок C-шного класса в питоновскую оболочку, чтобы можно было к нему обратиться из кода\n", + "class PyObject(ctypes.Structure):\n", + " _fields_ = [(\"refcnt\", ctypes.c_long)]\n", + "\n", + "\n", + "gc.disable() # отключаем генеративный сборщик мусора\n", + "\n", + "# создадим циклическую ссылку\n", + "lst = []\n", + "lst.append(lst)\n", + "\n", + "# сохраним адрес в памяти этого списка\n", + "lst_address = id(lst)\n", + "\n", + "# удалим ссылку из переменной на этот список\n", + "del lst\n", + "\n", + "\n", + "# также создадим объекты с перекрестными ссылками\n", + "object_1 = {}\n", + "object_2 = {}\n", + "object_1['obj2'] = object_2\n", + "object_2['obj1'] = object_1\n", + "\n", + "obj_address_1 = id(object_1)\n", + "obj_address_2 = id(object_2)\n", + "\n", + "# удалим ссылки из переменных\n", + "del object_1, object_2\n", + "\n", + "# посмотрим, сколько реально ссылок осталось на сохраненные адреса\n", + "print(PyObject.from_address(obj_address_1).refcnt)\n", + "print(PyObject.from_address(obj_address_2).refcnt)\n", + "print(PyObject.from_address(lst_address).refcnt)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# принудительно вызовем генеративный сборщик мусора\n", + "gc.collect()\n", + "print(PyObject.from_address(obj_address_1).refcnt)\n", + "print(PyObject.from_address(obj_address_2).refcnt)\n", + "print(PyObject.from_address(lst_address).refcnt)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Weak reference\n", + "\n", + "Слабые ссылки - это ссылки, которые не учитываются в счетчике ссылок. Иногда их можно использовать для экономии памяти, если внезапное исчезновение объекта не приведет ни к чему плохому по логике программы.\n", + "\n", + "https://docs.python.org/3/library/weakref.html" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import weakref\n", + "import gc\n", + "\n", + "gc.collect()\n", + "\n", + "class Class:\n", + " def method(self):\n", + " print(\"hi\")\n", + "\n", + "\n", + "def callback(reference):\n", + " print(\"object deleted:\", reference)\n", + "\n", + "\n", + "def demonstrations():\n", + " foo = Class()\n", + " bar = weakref.ref(foo)\n", + " bar_cb = weakref.ref(foo, callback)\n", + "\n", + " print(\"foo:\", foo)\n", + " print(\"bar:\", bar)\n", + " print(\"bar.method:\", bar().method())\n", + " bar().a = 5\n", + " print(\"foo.a:\", foo.a)\n", + " print()\n", + " del foo\n", + " print(\"new bar:\", bar())\n", + " print(\"new bar with callback:\", bar_cb())\n", + " \n", + "demonstrations()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Также этот модуль включает в себя ряд вспомогательных классов, например:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def weak_method_demo():\n", + " class C:\n", + " def method(self):\n", + " print(\"method called!\")\n", + "\n", + " c = C()\n", + " r = weakref.ref(c.method)\n", + " print(\"usual ref:\", r())\n", + " r = weakref.WeakMethod(c.method)\n", + " print(\"weak method:\", r())\n", + "\n", + " print(\"executing weak method:\")\n", + " r()()\n", + "\n", + " del c\n", + " gc.collect()\n", + "\n", + " print(\"after del:\", r())\n", + " \n", + "weak_method_demo()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lecture_6/03. Testing.ipynb b/lecture_6/03. Testing.ipynb new file mode 100644 index 0000000..807f157 --- /dev/null +++ b/lecture_6/03. Testing.ipynb @@ -0,0 +1,597 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "HDxLZmF5LnUq" + }, + "source": [ + "# Тестирование приложений. Инструкция assert. Библиотеки unittest, pytest" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "Quv01HVLXUqz" + }, + "source": [ + "## Unit – тестирование\n", + "\n", + "Как должно быть:\n", + "\n", + "![Как должно быть](17/18-02.png)\n", + "\n", + "Принципы автоматизации тестов\n", + "\n", + "- Атомарность\n", + "- Независимость\n", + "- Изолированность/герметичность" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "X_iIPNi3LZUC" + }, + "outputs": [], + "source": [ + "# Атомарность\n", + "# Тесты должны быть атомарными, каждый из них должен проверять \n", + "# ровно один тестовый случай. \n", + "# Громоздкие и сложные тесты необходимо разбивать на несколько более мелких.\n", + "\n", + "def test_add_smth():\n", + " user = create_new_user(email='some@ema.il')\t\n", + " # user.register() # лишнее\n", + " # user.auth() # лишнее\n", + " smth = user.create_smth()\n", + " smth.add()\n", + " # assert user.is_authorized() # лишнее\n", + " assert smth.is_added()\n", + " # assert user.email == 'some@ema.il' # лишнее" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "WDtxpV_haOws" + }, + "source": [ + "### Независимость\n", + "\n", + "```\n", + "test1 -> test2 -> test3\n", + "test2 -> test1 -> test3\n", + "test3 -> test2 -> test1\n", + "test1 -> test3 -> test2\n", + "test3 -> test1 -> test2\n", + "test2 -> test3 -> test1\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "fzvVKBvofHVD" + }, + "source": [ + "### Изолированность/герметичность\n", + "\n", + "![Изолированность](17/18-00.png)\n", + "\n", + "![Изолированность](17/18-01.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "bd0hXIXfgj7-" + }, + "source": [ + "## Как придумать тесты?\n", + "\n", + "- Разбор тестируемоего метода\n", + "- Определение граничных значении\n", + "- Определение классов эквивалентности\n", + "\n", + "> Какие тесты сделать для функции a / b?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "G93AkfuQg6KI" + }, + "source": [ + "## Инструменты для тестирования в Python\n", + "\n", + "- Unittest\n", + "- Pytest" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "JdzVIFumA7rl" + }, + "source": [ + "## Unittest" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "V3iGDfajA_3N" + }, + "outputs": [], + "source": [ + "import unittest\n", + "\n", + "class TestStringMethods(unittest.TestCase):\n", + " def test_upper(self):\n", + " self.assertEqual('foo'.upper(), 'FOO')\n", + "\n", + " def test_isupper(self):\n", + " self.assertTrue('FOO'.isupper())\n", + " self.assertFalse('Foo'.isupper())\n", + "\n", + " def test_split(self):\n", + " s = 'hello world'\n", + " self.assertEqual(s.split(), ['hello', 'world'])\n", + " # check that s.split fails when the separator is not a string\n", + " with self.assertRaises(TypeError):\n", + " s.split(2)\n", + " \n", + " def something(self):\n", + " 1 / 0" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "ZfrBKRYHCX4V" + }, + "source": [ + "Подготовка состояния (фикстуры)\n", + "\n", + "- setUp()\n", + "- tearDown()\n", + "- setUpClass()\n", + "- tearDownClass()\n", + "- setUpModule()\n", + "- tearDownModule()\n", + "\n", + "Проверка результата\n", + "\n", + "|Метод|Проверяет|Версия|\n", + "|:---|:---|:---:|\n", + "|assertEqual(a,b)|`a == b`||\n", + "|assertNotEqual(a,b)|`a != b`||\n", + "|assertTrue(x)|`bool(x) is True`||\n", + "|assertFalse(x)|`bool(x) is False`||\n", + "|assertIs(a, b)|`a is b`|3.1|\n", + "|assertIsNot(a, b)|`a is not b`|3.1|\n", + "|assertIsNone(x)|`x is None`|3.1|\n", + "|assertIsNotNone(x)|`x is not None`|3.1|\n", + "|assertIn(a, b)|`a in b`|3.1|\n", + "|asertNotIn(a, b)|`a not in b`|3.1|\n", + "|assertIsInstance(a, b)|`instance(a, b)`|3.2|\n", + "|assertNotIsInstance(a, b)|`not instance(a, b)`|3.2|" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "y3gRb4MjFfB1" + }, + "source": [ + "### Запуск unittest\n", + "\n", + "```\n", + ">>> python -m unittest unit/test_simple.py\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "import unittest\n", + "\n", + "\n", + "class TestStringMethods(unittest.TestCase):\n", + " def test_upper(self):\n", + " self.assertEqual('foo'.upper(), 'FOO')\n", + "\n", + " def test_isupper(self):\n", + " self.assertTrue('FOO'.isupper())\n", + " self.assertFalse('Foo'.isupper())\n", + "\n", + " def test_split(self):\n", + " s = 'hello world'\n", + " self.assertEqual(s.split(), ['hello', 'world'])\n", + " # check that s.split fails when the separator is not a string\n", + " with self.assertRaises(TypeError):\n", + " s.split(2)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "B4167KX-GIJK" + }, + "source": [ + "Почему unittest не очень удобен:\n", + "\n", + "- 1 класс – 1 тест\n", + "- Fixtures в формате setUp tearDown\n", + "- Скоуп фикстуры\n", + "- Приходится наследоваться если у тестов\n", + "одинаковый setUp\n", + "- Сложные assert\n", + "\n", + "![скрин](17/18-03.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "PA1qP6e_GziQ" + }, + "source": [ + "## Pytest" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "6nx-QuAWG3E5" + }, + "outputs": [], + "source": [ + "def test_upper():\n", + " assert 'foo'.upper() == 'FOO'\n", + "\n", + "def test_isupper():\n", + " assert 'FOO'.isupper()\n", + " assert not 'Foo'.isupper()\n", + "\n", + "def test_split():\n", + " s = 'hello world'\n", + " assert s.split() == ['hello', 'world']\n", + "\n", + " try:\n", + " s.split(1)\n", + " assert False\n", + " except TypeError:\n", + " assert True" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "-CKF8_-SHj3g" + }, + "source": [ + "Подготовка состояния (фикстуры)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "MF6E1mQARrpO" + }, + "outputs": [], + "source": [ + "import pytest\n", + "\n", + "@pytest.fixture(scope='function', autouse=False)\n", + "def f():\n", + " print(1)\n", + " yield\n", + " print(2)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "dJv-iKeDSDz9" + }, + "source": [ + "Проверка результата" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "FTtpfA1HSGHg" + }, + "source": [ + "\n", + " assert res is None\n", + " assert res is False\n", + " assert res == {}\n", + " assert res == []\n", + " assert isinstance(res, list)\n", + "" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "vDmvIquuTF8p" + }, + "source": [ + "```\n", + ">>> python -m pytest test_simple.py\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "import pytest\n", + "\n", + "\n", + "@pytest.fixture()\n", + "def f():\n", + " print(1)\n", + "\n", + "\n", + "@pytest.mark.usefixtures('f')\n", + "def test_success():\n", + " assert True\n", + "\n", + "\n", + "@pytest.mark.parametrize('a,b,res', [\n", + " (5, 2, 2.5),\n", + " (0, 2, 0),\n", + " (4, 2, 2),\n", + " (-4, 2, -2)\n", + "])\n", + "def test_div(a, b, res):\n", + " assert a / b == res" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "eatjhF0uT8bg" + }, + "source": [ + "## Антипаттерны\n", + "\n", + "- Liar\n", + "- Giant\n", + "- Secret Catcher\n", + "- Enumerator\n", + "- Slowpoke " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "aec2QIRJUJs4" + }, + "source": [ + "### Liar" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "PvB2PzICUMkn" + }, + "outputs": [], + "source": [ + "def test_some_smth():\n", + " do_smth()\n", + " assert True" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "0sjK8zRhUPyK" + }, + "source": [ + "### Giant\n", + "\n", + "![Giant](17/18-05.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "XU3kfKmtUjCC" + }, + "source": [ + "### The Secret Catcher" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "-v5fPDvlUkB6" + }, + "outputs": [], + "source": [ + "def test_smth_one_two_three():\n", + " do_smth1()\n", + " do_smth2()\n", + " do_smth3()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "tqeuj7X1UtDk" + }, + "source": [ + "### Enumerator" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "eIaAqT1rUu7Y" + }, + "outputs": [], + "source": [ + "def test1():\n", + " pass\n", + "def test2():\n", + " pass\n", + "def test3():\n", + " pass" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "8MSXp8g9UyyG" + }, + "source": [ + "### Slowpoke" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "_Zs8LXEuVRZm" + }, + "outputs": [], + "source": [ + "def test_pokemon():\n", + " do_smth1()\n", + " time.sleep(N)\n", + " assert True" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "pvcQRL6EVX9l" + }, + "source": [ + "## Тесты на тесты\n", + "\n", + "Анализ покрытия:\n", + "\n", + "- По файлам\n", + "- По классам\n", + "- По методам\n", + "- По строкам\n", + "- По ветвям\n", + "\n", + "### Mutation testing\n", + "\n", + "Метод тестирования основанный на внесении\n", + "небольших измененийв код программы." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "ZJdJQzk-V8rt" + }, + "source": [ + "## Зачем писать тесты?\n", + "\n", + "- Улучшение качества\n", + "- Облегчение внесения изменений\n", + "- Документация на продукт\n", + "\n", + "![зачем писать тесты](17/18-06.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "0qVUbEMnWicE" + }, + "source": [ + "###### Блокнот подготовлен по материалам Опрышко Александра" + ] + } + ], + "metadata": { + "colab": { + "name": "topic18.ipynb", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/lecture_6/03/circularref.svg b/lecture_6/03/circularref.svg new file mode 100644 index 0000000..ceb4c46 --- /dev/null +++ b/lecture_6/03/circularref.svg @@ -0,0 +1,2 @@ + +
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